tag:blogger.com,1999:blog-87402674944326043802024-02-19T11:23:46.348-04:00prof. CidaFala-se tanto da necessidade de deixar um planeta melhor para os nossos filhos e, esquece-se da urgência de deixarmos filhos melhores para o nosso planeta.prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comBlogger246125tag:blogger.com,1999:blog-8740267494432604380.post-70853257429772082772020-05-20T08:17:00.001-04:002020-05-20T08:17:06.806-04:00Os fungos - Reino fungi<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/6ZTeL4nyCg8" width="459"></iframe>prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-50041833417070623022020-04-14T22:50:00.000-04:002020-04-14T22:50:02.798-04:002° ano E e F - Bactérias e Protistas<br />
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Atividade
Pedagógica Complementar de Biologia<span style="mso-tab-count: 3;"> </span>vespertino<span style="mso-tab-count: 3;"> </span></span></b></div>
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;"><span style="mso-tab-count: 3;"></span>Prof.
Cida Verdejo<o:p></o:p></span></b></div>
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">07/04 – 03/05<span style="mso-tab-count: 4;"> </span><span style="background: yellow; mso-highlight: yellow;">2° ano E e F</span><span style="mso-tab-count: 3;"> </span>Quantidade
de aulas: 08<o:p></o:p></span></b></div>
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<b><u><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Aulas Remotas
Vinculantes.<o:p></o:p></span></u></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Aula<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Conteúdos <o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Conteúdo e avaliação <o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Metodologia e Objetivo<o:p></o:p></span></b></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">1ª e 2ª<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">aula <o:p></o:p></span></div>
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<div class="ng-scope" style="background: white; margin-bottom: .0001pt; margin: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Reino Monera </span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;"><o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Leitura do capítulo do livro didático:<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Cap. 02: Bactérias e Arqueas (pág. 32 até 37)<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Assistir (se possível) a vídeo aula: <o:p></o:p></span></div>
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">REINO MONERA - BACTÉRIAS - Aula | Biologia
com Samuel Cunha : </span><span style="color: black; mso-color-alt: windowtext;"><a href="https://www.youtube.com/watch?v=94dH_cu99-I"><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext; text-decoration: none; text-underline: none;">https://www.youtube.com/watch?v=94dH_cu99-I</span></a></span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">REINO MONERA - BACTÉRIAS - MICROBIOLOGIA -
Prof. Kennedy Ramos: </span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">https://www.youtube.com/watch?v=A0txqlZMcak&t=1000s</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Os estudantes deverão ler o capítulo referente ao
conteúdo trabalhado, visando a consolidação do conhecimento e facilidade para
a resolução da atividade proposta na aula 3.<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">3ª aula <o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Reino Monera <o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Resolução da atividade proposta “Avaliação de
Biologia – Reino Monera”<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Trabalho avaliativo que deverá ser respondido no
google sala de aula.<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Prazo até 21 de abril<o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">4ª e 5ª aula <o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Reino Protista <o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Leitura do capítulo do livro didático:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Cap. 03: Algas, protozoários e fungos (pág. 41 até
57)<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Assistir (se possível) a vídeo aula: <o:p></o:p></span></div>
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">REINO PROTISTA - PROTOCTISTA: PROTOZOÁRIOS
E ALGAS - Prof. Kennedy Ramos: </span><span style="color: black; mso-color-alt: windowtext;"><a href="https://www.youtube.com/watch?v=x0QI3aOOTk0"><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext; text-decoration: none; text-underline: none;">https://www.youtube.com/watch?v=x0QI3aOOTk0</span></a></span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">REINO PROTISTA - PROTOCTISTA - PROTOZOÁRIOS
Aula | Biologia com Samuel Cunha: </span><span style="color: black; mso-color-alt: windowtext;"><a href="https://www.youtube.com/watch?v=u1ijYz37Ssw"><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext; text-decoration: none; text-underline: none;">https://www.youtube.com/watch?v=u1ijYz37Ssw</span></a></span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
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<br /></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Os estudantes deverão ler o capítulo referente ao
conteúdo trabalhado, visando a consolidação do conhecimento e facilidade para
a resolução da atividade proposta na aula 6<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">6ª aula <o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 12.4%;" valign="top" width="12%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Reino Protista<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Resolução da atividade proposta “Avaliação de
Biologia – Reino Protista”<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Trabalho avaliativo que deverá ser respondido no
google sala de aula.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Prazo até 29 de abril<o:p></o:p></span></div>
</td>
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<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">7ª e 8ª aulas <o:p></o:p></span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Vírus, Reino Monera e Protista<o:p></o:p></span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Com auxílio do livro didático, faça uma tabela com
03 doenças bacterianas e 03 doenças provocadas por protozoários.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Segue exemplo abaixo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Essa tabela deverá ser respondido a caneta azul ou
preta no caderno e enviado através de FOTO NITIDA no pv do whatsapp <span style="mso-spacerun: yes;"> </span>ou no word e enviado no email: <a href="mailto:cida.escola09@gmail.com">cida.escola09@gmail.com</a>) <span style="mso-spacerun: yes;"> </span>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Prazo até 30 de abril.<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Observações: <o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Aula </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">7ª
e 8ª – segue abaixo modelo da tabela:<o:p></o:p></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 708px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.55pt;" valign="top" width="139">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Doença
<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.55pt;" valign="top" width="139">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Agente
causador <o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.55pt;" valign="top" width="139">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Agente
transmissor<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 217.7pt;" valign="top" width="290">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Controle
ou prevenção<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.55pt;" valign="top" width="139">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.55pt;" valign="top" width="139">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.55pt;" valign="top" width="139">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 217.7pt;" valign="top" width="290">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">As
Atividade Pedagógica Complementar de Biologia serão disponibilizadas no blogger
pessoal da professora ( </span><a href="http://cidaverdejo.blogspot.com/"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">http://cidaverdejo.blogspot.com/</span></a><span style="font-family: "Garamond",serif; font-size: 10.0pt;">) e também via rede
social (</span><a href="https://www.facebook.com/Cida-Verdejo-603104196546917/?__tn__=kC-R&eid=ARCFsXUFxWRqgX_K1bjPst6Mh0mmMO-Nv-epjwomABJ_4k5yywUwNVqVM0tQWaXSsiGaUKXjM_aYN9i2&hc_ref=ARTyRw9gdoPQgpOO0ntv5by34NRFA-XqDY8if37ji4E4MfCPD_xpe74t8HDIYRgkd4Y&fref=nf&__xts__%5b0%5d=68.ARDgs3GzMMNU8cN9bJEgv509sDZvQV7qS54-_OypzbY6XtXocx31Yc0mI_fGXxthlGzwE0AxaceiQO6EKKrYLxk3JvKDkM-V6lLZjc8JIQ7duvrkC1OQ4gyYlGJ6MM4wtvdBwHn7I_QtvrHDoKDy6QzkKdVZfLKMBIlSoNpNJycaccYj4AxZ42VW8B3IVtIIs_Pcarl9jOefBdgaEZMmTv0z4u1NRp7DL3Y7SvhwF5qV3RjQR9Dg17k8ve2XRpc9vj4h9EURTNM9f0KjUwUQJkr0GGW0HB7B-sQYDS8rAMMLvKYO-IB8Uue5MQunNc_fyAilHk1hXD8quqnCAUUaDjvThQ"><span style="color: windowtext; font-family: "Garamond",serif; font-size: 10.0pt;">facebook.com/Cida-Verdejo-603104196546917/</span></a><span style="font-family: "Garamond",serif; font-size: 10.0pt;"> ) WhatsApp ( grupo de
sala) e google sala de aula<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-90530858357356940832020-04-14T21:08:00.000-04:002020-04-14T21:08:47.729-04:001 ° ano E - F - G - H - Origem da Vida e Bioquímica Celular<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Atividade
Pedagógica Complementar de Biologia<span style="mso-tab-count: 3;"> </span>vespertino<span style="mso-tab-count: 3;"> </span>Prof.
Cida Verdejo<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">07/04 – 03/05<span style="mso-tab-count: 4;"> </span><span style="background: yellow; mso-highlight: yellow;">1° ano E, F, G e H</span><span style="mso-tab-count: 3;"> </span>Quantidade
de aulas: 08<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Aulas Remotas
Vinculantes .<o:p></o:p></span></u></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 2.85pt 0cm 2.85pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1568; width: 100%px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Aula<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 12.4%;" valign="top" width="12%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Conteúdos <o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Conteúdo e avaliação <o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Metodologia e Objetivo<o:p></o:p></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">1ª e 2ª<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">aula <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 12.4%;" valign="top" width="12%">
<div class="ng-scope" style="background: white; margin-bottom: .0001pt; margin: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">A origem da vida </span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Resolução da atividade avaliativa de Biologia.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Essa atividade deverá ser realizada com auxílio do livro didático (cap.
02 – pág 30 até 40)</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Trabalho avaliativo que deverá ser respondido na plataforma
google sala de aula.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">ATÉ 21 DE ABRIL</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">3ª aula <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 12.4%;" valign="top" width="12%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Bases moleculares da vida – compostos inorgânicos<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Leitura do cap. 03 do livro didático (pág. 44 até
49)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td rowspan="2" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Os estudantes deverão ler os capítulos
referentes aos conteúdos trabalhados, visando a consolidação do conhecimento
e facilidade para a resolução da atividade proposta na aula 7ª e 8ª.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">4ª - 6ª aula <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 12.4%;" valign="top" width="12%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Bases moleculares da vida – compostos orgânicos<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Leitura do cap. 03 do livro didático (pág. 49 até
61)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 5.18%;" valign="top" width="5%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">7ª e 8ª aulas <o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 12.4%;" valign="top" width="12%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Bases moleculares da vida<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 43.38%;" valign="top" width="43%">
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Resolução da atividade avaliativa de Biologia.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
<h1 style="background: #F9F9F9; margin-bottom: .0001pt; margin: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Essa atividade deverá ser realizada com auxílio do livro didático (cap.
03 – pág 44 até 61)</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal; mso-bidi-font-weight: bold;"><o:p></o:p></span></h1>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 2.85pt 0cm 2.85pt; width: 39.04%;" valign="top" width="39%">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">Trabalho avaliativo que deverá ser respondido na plataforma
google sala de aula<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-weight: bold;">ATÉ 30 DE ABRIL</span></div>
</td>
</tr>
</tbody></table>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-themecolor: text1;">Observações: <o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Segue alguns
endereços para auxiliar aos estudos e resolução das atividades avaliativas:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">Atividade
ORIGEM DA VIDA<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://brasilescola.uol.com.br/biologia/origem-vida.htm">https://brasilescola.uol.com.br/biologia/origem-vida.htm</a><b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.sobiologia.com.br/conteudos/Corpo/origem_da_vida.php">https://www.sobiologia.com.br/conteudos/Corpo/origem_da_vida.php</a><b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://mundoeducacao.bol.uol.com.br/biologia/origem-vida.htm">https://mundoeducacao.bol.uol.com.br/biologia/origem-vida.htm</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://blogdoenem.com.br/origem-vida-teorias-biologia-enem/">https://blogdoenem.com.br/origem-vida-teorias-biologia-enem/</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://querobolsa.com.br/enem/biologia/origem-da-vida">https://querobolsa.com.br/enem/biologia/origem-da-vida</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.nerdcursos.com.br/mapa-teorias-sobre-origem-da-vida">https://www.nerdcursos.com.br/mapa-teorias-sobre-origem-da-vida</a><o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">vídeo aula:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=DVNey_bnbHA">https://www.youtube.com/watch?v=DVNey_bnbHA</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=VASPBcNFCzs">https://www.youtube.com/watch?v=VASPBcNFCzs</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=A7mC6q942Qc">https://www.youtube.com/watch?v=A7mC6q942Qc</a><o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">Atividade
BIOQUIMICA CELULAR:<o:p></o:p></span></div>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.stoodi.com.br/blog/2019/08/09/bioquimica-o-que-e/">https://www.stoodi.com.br/blog/2019/08/09/bioquimica-o-que-e/</a><span class="MsoHyperlink"><span style="color: windowtext;"><o:p></o:p></span></span></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://blogdoenem.com.br/bioquimica-celular/">https://blogdoenem.com.br/bioquimica-celular/</a><o:p></o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p> </o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">vídeo aulas:</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; font-weight: normal;"><o:p></o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=zEtnX2p7UpM">https://www.youtube.com/watch?v=zEtnX2p7UpM</a><o:p></o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=VwRVOcqWo2o">https://www.youtube.com/watch?v=VwRVOcqWo2o</a><o:p></o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=ZVKB4F7XpHo&t=855s">https://www.youtube.com/watch?v=ZVKB4F7XpHo&t=855s</a><o:p></o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=9KjeGKlunFw&t=953s">https://www.youtube.com/watch?v=9KjeGKlunFw&t=953s</a><o:p></o:p></span></h1>
<h1>
<span style="font-family: "Garamond",serif; font-size: 10.0pt;"><a href="https://www.youtube.com/watch?v=ngmpvkuQNNs">https://www.youtube.com/watch?v=ngmpvkuQNNs</a><o:p></o:p></span></h1>
<div class="c-a--b--c-quest-o" style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 2.4pt; mso-para-margin-bottom: .0001pt; mso-para-margin-bottom: 0cm; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: .2gd;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-color-alt: windowtext;"><a href="https://www.youtube.com/watch?v=DGUXYgB67Fo">https://www.youtube.com/watch?v=DGUXYgB67Fo</a></span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">As
Atividade Pedagógica Complementar de Biologia serão disponibilizadas no blogger
pessoal da professora ( <a href="http://cidaverdejo.blogspot.com/">http://cidaverdejo.blogspot.com/</a>)
e também via rede social (<a href="https://www.facebook.com/Cida-Verdejo-603104196546917/?__tn__=kC-R&eid=ARCFsXUFxWRqgX_K1bjPst6Mh0mmMO-Nv-epjwomABJ_4k5yywUwNVqVM0tQWaXSsiGaUKXjM_aYN9i2&hc_ref=ARTyRw9gdoPQgpOO0ntv5by34NRFA-XqDY8if37ji4E4MfCPD_xpe74t8HDIYRgkd4Y&fref=nf&__xts__%5b0%5d=68.ARDgs3GzMMNU8cN9bJEgv509sDZvQV7qS54-_OypzbY6XtXocx31Yc0mI_fGXxthlGzwE0AxaceiQO6EKKrYLxk3JvKDkM-V6lLZjc8JIQ7duvrkC1OQ4gyYlGJ6MM4wtvdBwHn7I_QtvrHDoKDy6QzkKdVZfLKMBIlSoNpNJycaccYj4AxZ42VW8B3IVtIIs_Pcarl9jOefBdgaEZMmTv0z4u1NRp7DL3Y7SvhwF5qV3RjQR9Dg17k8ve2XRpc9vj4h9EURTNM9f0KjUwUQJkr0GGW0HB7B-sQYDS8rAMMLvKYO-IB8Uue5MQunNc_fyAilHk1hXD8quqnCAUUaDjvThQ"><span style="color: windowtext;">facebook.com/Cida-Verdejo-603104196546917/</span></a>
– WhatsApp: (grupo de sala) e , google sala de aula.<o:p></o:p></span></div>
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<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-7601302952545133722020-03-19T10:18:00.001-04:002020-03-19T10:18:35.160-04:00atividade de Ciências - 8° ano A - 2020<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-family: "algerian"; font-size: 14.0pt; line-height: 107%;">Atividades
de ciências<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "garamond" , serif; font-size: 12.0pt; line-height: 107%;">18/03 – 06/04<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "garamond" , serif; font-size: 12.0pt; line-height: 107%;">8° ano A<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "garamond" , serif; font-size: 12.0pt; line-height: 107%;">Quantidade de aulas: 08<o:p></o:p></span></div>
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<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 642px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "garamond" , serif; font-size: 12.0pt;">1ª
aula <o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 12.0cm;" valign="top" width="454"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><span style="background-color: yellow;">Assistir a
vídeo aula</span><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F9F9F9; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1;">
<span style="color: black; font-family: "garamond" , serif; font-size: 12.0pt;">- Histologia:</span><span style="font-family: "garamond" , serif; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><a href="https://www.youtube.com/watch?v=emucgjvtdw0&list=PLj4yVuRqCKGFCWTdCgeImy9ZA23KNC4eJ">https://www.youtube.com/watch?v=emucgjvtdw0&list=PLj4yVuRqCKGFCWTdCgeImy9ZA23KNC4eJ</a><o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.95pt;" valign="top" width="132"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Apenas assistir
as vídeos aulas para complementar seu entendimento.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "garamond" , serif; font-size: 12.0pt;">2ª
aula <o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 12.0cm;" valign="top" width="454"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Copiar no
caderno ou imprimir e colar no caderno o texto sobre “Tecidos do corpo humano”.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><span style="background-color: cyan;">Para quem
não recebeu a folha na aula de terça feira </span><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.95pt;" valign="top" width="132"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Quem recebeu
a folha, faça leitura do texto.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "garamond" , serif; font-size: 12.0pt;">3ª
aula <o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 12.0cm;" valign="top" width="454"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><span style="background-color: yellow;">Leitura</span> do
texto disponível no endereço abaixo:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="https://brasilescola.uol.com.br/o-que-e/biologia/o-que-e-tecido.htm">https://brasilescola.uol.com.br/o-que-e/biologia/o-que-e-tecido.htm</a><span style="font-family: "garamond" , serif; font-size: 12.0pt;"><o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.95pt;" valign="top" width="132"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Apenas ler
o texto.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "garamond" , serif; font-size: 12.0pt;">4ª e
5ª aulas<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 12.0cm;" valign="top" width="454"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Após a
leitura dos textos: <span style="mso-spacerun: yes;"> </span>“Tecidos do corpo
humano” e “O que é tecido?”<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><span style="background-color: yellow;">Faça um
resumo dos tecidos do corpo humano</span>, em forma de tabela, conforme o modelo abaixo:<o:p></o:p></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 109.6pt;" valign="top" width="146"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Tecido
<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 109.65pt;" valign="top" width="146"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Função
<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 109.65pt;" valign="top" width="146"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Localização
<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.95pt;" valign="top" width="132"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Deixar no
caderno.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "garamond" , serif; font-size: 12.0pt;">6ª aula<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 12.0cm;" valign="top" width="454"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><span style="background-color: yellow;">Responder</span>
o questionário da folha “Tecidos do corpo humano”, pergunta 01 a 04.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><br /></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.95pt;" valign="top" width="132"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Responder
na própria folha.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "garamond" , serif; font-size: 12.0pt;">7ª e
8ª aulas<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 12.0cm;" valign="top" width="454"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;"><span style="background-color: lime;">Terminar
o trabalho sobre infográficos.</span><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Enviar no
grupo até dia 06 de abril.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Lembre-se
de colocar o nome.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.95pt;" valign="top" width="132"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 12.0pt;">Enviar via
whatsApp.<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Aula 02: </span></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecidos do Corpo Humano<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tipos de Tecidos: </span></b><span style="font-family: "garamond" , serif; font-size: 10.0pt;">O </span><a href="http://www.todamateria.com.br/o-corpo-humano/"><span style="font-family: "garamond" , serif; font-size: 10.0pt; text-decoration: none;">corpo humano</span></a><span style="font-family: "garamond" , serif; font-size: 10.0pt;"> é formado por 4 tipos de tecidos, a
saber: tecido epitelial, tecido conjuntivo (adiposo, cartilaginoso, ósseo e
sanguíneo), tecido muscular (liso, esquelético e cardíaco) e tecido nervoso. Os
tecidos são formados pelo agrupamento de diferentes células, cada qual com sua
função.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido epitelial<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">O tecido epitelial é formado por várias camadas de células, muito
próximas umas das outras e com pouca substância intercelular. Suas funções
principais são o revestimento externo do corpo humano e o revestimento interno
dos órgãos ocos e ductos para protegê-los (como a epiderme e o epitélio da
traqueia ou do útero); a absorção de substâncias (o epitélio do intestino); a
secreção de fluidos (as glândulas) e até a percepção de estímulos como gosto e
cheiro (neuroepitélios). Curioso notar que nos tecidos epiteliais não há
presença de vasos sanguíneos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="https://www.blogger.com/null" name="img1"></a><a href="https://www.blogger.com/null" name="img72"></a><a href="https://www.blogger.com/null" name="img91"></a><u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Anexos da Pele: </span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Três estruturas da
pele, derivadas da epiderme, são extremamente importantes na adaptação dos
mamíferos ao meio terrestre: pêlos, que auxiliam no isolamento térmico;
glândulas sudoríparas, que desempenham o papel importante na regulação da
temperatura corpórea; e glândulas sebáceas, que lubrificam a pele e estruturas
anexas.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido
conjuntivo<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">O tecido
conjuntivo apresenta diversos tipos de células separadas por abundante
substância intercelular. Possui as funções de sustentação, preenchimento e o
transporte de substâncias; suas fibras são formadas por dois tipos de
proteínas: colágeno e elastina. De modo que suas células são bem diversificadas
quanto à forma, tamanho e funções, o tecido conjuntivo é dividido em:</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido Adiposo</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">: Composto de células adiposas que acumulam gordura (adipócitos), esse
tipo de tecido tem como principal função o isolamento térmico do corpo e
reserva de energia.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido Cartilaginoso</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">: É</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;">
formado por fibras colágenas, fibras elásticas e um tipo de célula chamado de
condrócito.</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;"> Possui consistência firme, contudo flexível; sua função é de
sustentação e revestimento, por exemplo, a orelha, o nariz, a traqueia e septo
nasal. Além disso, a </span><a href="http://www.todamateria.com.br/cartilagem/"><span style="font-family: "garamond" , serif; font-size: 10.0pt; text-decoration: none;">cartilagem</span></a><span style="font-family: "garamond" , serif; font-size: 10.0pt;"> amortece o impacto
dos movimentos na coluna vertebral.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido Ósseo</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">: Tecido rígido, rico em sais minerais, cálcio e colágeno o que torna os
</span><a href="http://www.todamateria.com.br/ossos-do-corpo-humano/"><span style="font-family: "garamond" , serif; font-size: 10.0pt; text-decoration: none;">ossos</span></a><span style="font-family: "garamond" , serif; font-size: 10.0pt;"> rígidos e
resistentes. Além disso, é inervado e irrigado por sangue, sendo sua principal
função a sustentação do corpo, uma vez que compõe o </span><a href="http://www.todamateria.com.br/esqueleto-humano/"><span style="font-family: "garamond" , serif; font-size: 10.0pt; text-decoration: none;">esqueleto humano</span></a><span style="font-family: "garamond" , serif; font-size: 10.0pt;">.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido Sanguíneo</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">: </span><span style="font-family: "garamond" , serif; font-size: 10.0pt;">é
um tipo de tecido conjuntivo altamente especializado. O tecido apresenta uma
grande quantidade de substância intercelular em estado líquido chamada de
plasma. No plasma encontramos as hemácias (ou glóbulos vermelhos), diversos
tipos de leucócitos (glóbulos brancos) e as plaquetas. O tecido sanguíneo,
entre outras funções, realiza as trocas gasosas, transporta substâncias pelo
organismo e o protege da invasão de agentes infecciosos ou corpos estranhos.</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;"> <o:p></o:p></span></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido Muscular<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">O tecido muscular é formado por células alongadas e especializadas em
contração (proteínas contráteis: miosina e actina); apresentam grande inervação
e vascularização, e são divididos em:<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido muscular liso</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;"> (não-estriado): Caracterizado por movimentos
involuntários, seu nome corresponde à ausência de estrias transversais, são
exemplos, o útero, a bexiga e o intestino. </span><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Sua contração é lenta e involuntária.</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido muscular esquelético</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">: Recebe esse nome, pois a maior parte
desse tecido está junto ao esqueleto; possui células longas, presença de
estrias transversais e movimentos voluntários. </span><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Estas fibras possuem contração rápida e voluntária.</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido muscular cardíaco</span></u><span style="font-family: "garamond" , serif; font-size: 10.0pt;">: Encontrado no coração, esse tipo de
tecido possui movimento involuntários sendo formado por células longas e cilíndricas
além de possuir estrias transversais. </span><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Sua contração é rápida, porém, involuntária.</span><span style="font-family: "garamond" , serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Tecido nervoso<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">O tecido
nervoso encontra-se em todo o organismo, formando uma rede de
comunicação, o sistema nervoso. A principal função do tecido nervoso é
receber estímulos internos e externos, processá-los e fornecer uma resposta
muscular adequada a cada um deles. O tecido nervoso é formado por neurônios
(células especializadas, com prolongamentos muito longos que conduzem os
impulsos nervosos) e pelas células neuróglias ou células da glia (que nutrem e
oferecem sustentação aos neurônios).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><o:p><b>6ª aula: </b></o:p></span></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "garamond" , serif; font-size: 10.0pt;">Exercícios<o:p></o:p></span></b></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">01)
(UFOP-JULHO/97) Em relação aos tecidos animais, leia as afirmativas abaixo:<br />
I. Entre os tecidos conjuntivos, incluem-se os tecidos ósseo e cartilaginoso.<br />
II. Os tecidos epiteliais apresentam as funções de revestimento, secreção e
sensorial.<br />
III. Todos os músculos que apresentam estriações transversais são de contração
voluntária.<br />
IV. Os axônios são prolongamentos neuronais que geralmente conduzem impulsos
nervosos expelidos pelo corpo celular.<br />
V. O tecido ósseo apresenta uma matriz mineralizada, rígida, no interior da
qual se encontram células vivas, supridas de vasos sangüíneos e nervos.<br />
Assinale a letra:<span style="mso-tab-count: 2;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 2;"> </span>a)
Se todas as afirmativas são corretas.<span style="mso-tab-count: 3;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 3;"></span>b)
Se as afirmativas I, II e IV são corretas.<br />
c) Se as afirmativas I, III e IV são corretas.<span style="mso-tab-count: 3;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 3;"> </span>d)
Se as afirmativas I, II, IV e V são corretas.<br />
e) Se as afirmativas I, III, IV e V são corretas.<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">02) UFMG) Dois
leõezinhos recém-nascidos abandonados pela mãe, correm risco de vida. O diretor
do zoológico explica que "o problema não é só falta de carinho mas sim a
falta de colostro, o que significa para os leõezinhos uma condenação
sumária". (Folha da Tarde, SP)<span style="mso-spacerun: yes;"> </span>O
colostro, referido no texto, é insubstituível na função de:<br />
a) dar energia aos recém-nascidos<span style="mso-tab-count: 2;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 2;"></span>b)
hidratar os leõezinhos<span style="mso-tab-count: 3;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 3;"></span>c)
conferir imunidade inicial<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">d) estimular o
instinto de caça<span style="mso-tab-count: 2;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">e)
desenvolver a agressividade<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">03) (UFPA)
Relacione:<br />
(1) Tecido nervoso <span style="mso-tab-count: 4;"> </span>(<span style="mso-spacerun: yes;"> </span>) Revestimento do corpo e dos órgãos
internos<br />
(2) Tecido epitelial <span style="mso-tab-count: 4;"> </span>(<span style="mso-spacerun: yes;"> </span>) Transporte de oxigênio e gás carbônico<br />
(3) Tecido muscular<span style="mso-tab-count: 4;"> </span>(<span style="mso-spacerun: yes;"> </span>) Transmissão de estímulos e respostas<br />
(4) Hemácias<span style="mso-tab-count: 5;"> </span>(<span style="mso-spacerun: yes;"> </span>) Contração e distenção dos órgãos<br />
(5) Plaquetas<span style="mso-tab-count: 5;"> </span>(<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>)
Coagulação sanguínea<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 177.0pt; text-indent: 35.4pt;">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">(<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>) Secreção glandular<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;">04) (FCC) Podemos
afirmar que os músculos lisos:<br />
a) contraem-se voluntariamente<span style="mso-tab-count: 5;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 5;"> </span>b)
são também chamados de músculos esqueléticos<br />
c) são encontrados apenas em vertebrados<span style="mso-tab-count: 4;"> </span></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "garamond" , serif; font-size: 10.0pt;"><span style="mso-tab-count: 4;"></span>d)
contraem-se lentamente<br />
e) são também chamados músculos cardíacos<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-50215385445635412372020-03-19T09:38:00.002-04:002020-03-19T09:38:32.808-04:00como estudar nesse tempo de coronavírus???<div>
Nesse momento que as aulas encontram-se suspensas e escolas fechadas, devemos continuar os estudos em casa</div>
<div>
Pensando nisso, fiz um pequeno roteiro de como estudar sozinho (sim, sozinho no isolamento....).</div>
<div>
<br /></div>
<div>
<a href="https://super.abril.com.br/comportamento/como-estudar-sozinho-em-casa/" target="_blank">/como-estudar-sozinho-em-casa/</a></div>
<div>
<br /></div>
<div>
<a href="https://noticias.universia.com.br/vida-universitaria/noticia/2015/02/04/1119522/saiba-quais-melhores-tecnicas-estudar-sozinho.html" target="_blank">saiba-quais-melhores-tecnicas-estudar-sozinho</a></div>
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<br /><br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-4391528787025179092020-03-19T09:17:00.001-04:002020-03-19T09:17:38.936-04:00Atividade - 2° ano E e F - 2020<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-family: Algerian; font-size: 14.0pt; line-height: 107%;">Atividades
de biologia<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">18/03 – 06/04<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">2° ano E e F<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">Quantidade de aulas: 06<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.85pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 633px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">1ª
aula <o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 295.15pt;" valign="top" width="394">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: yellow; color: black; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow; mso-themecolor: text1;">Leitura</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;"> dos capítulos do livro
didático:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Cap.01 – Sistemática
e classificação biológica (pág. 12 - 21)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Cap. 02 –
Vírus (pág. 25 - 30)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Caso alguém
não recebeu o livro, comunique para enviar as fotos das páginas.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">2ª
aula <o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 295.15pt;" valign="top" width="394">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Assistir as vídeos aulas</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Nomenclatura
dos seres vivos: <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="https://www.youtube.com/watch?v=gcrn43B5HK8">https://www.youtube.com/watch?v=gcrn43B5HK8</a><span style="font-family: "Garamond",serif; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Vírus: <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="https://www.youtube.com/watch?v=ohwSP_YtZO8">https://www.youtube.com/watch?v=ohwSP_YtZO8</a><o:p></o:p></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="https://www.youtube.com/watch?v=XedDtj14HTg">https://www.youtube.com/watch?v=XedDtj14HTg</a><o:p></o:p></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="https://www.youtube.com/watch?v=sqsNVBv_dPs&t=292s">https://www.youtube.com/watch?v=sqsNVBv_dPs&t=292s</a><span style="font-family: "Garamond",serif; font-size: 12.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Apenas assistir
as vídeos aulas para complementar seu entendimento.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">3ª
aula <o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 295.15pt;" valign="top" width="394">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Pesquisa</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;"> sobre as 05 maiores pandemias
no mundo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: aqua; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: aqua;">Deixar no caderno</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">!<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">A pesquisa
deve conter:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Agente causador: viris, bactéria, protozoário...<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Agente transmissor: água, saliva, mosquito...<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Local de origem: China, Espanha, Brasil...<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Período: ano que ocorreu.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;"><o:p> </o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">4ª
aula:<o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 295.15pt;" valign="top" width="394">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Pesquisar
e diferenciar:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Surto<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Epidemia<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Pandemia<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Endemia<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: aqua; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: aqua;">Deixar no caderno</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">.<o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">5ª e
6ª aulas <o:p></o:p></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 295.15pt;" valign="top" width="394">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Copiar no caderno ou imprimir e colar</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;"> as atividades: <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Quadro
Resumo de Viroses (<span style="background-color: magenta;">completar</span>)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Texto Vírus.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Também será
disponibilizado no whatsApp.<o:p></o:p></span></div>
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<b><span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">Aula 5ª e 6ª: Copiar no caderno ou imprimir e
colar<o:p></o:p></span></b></div>
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://resumos-ensinomedio.blogspot.com/2013/09/virus.html"><span style="color: black; mso-color-alt: windowtext;">Vírus</span></a></span></b><b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></b></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">• Os vírus são
partículas de vida => não podem ser considerados seres vivos porque, em
primeiro lugar, não possuem células – unidade básica e presente em todos os organismos
vivos.<br />
• Constituição: cápsula proteica (capsídeo) + material genético (DNA ou RNA –
nunca os dois ácidos nucleicos simultaneamente) = nucleocapsídeo.<br />
• Além disso, pode haver, ainda, envelopes de lipídio e proteína envolvendo o
nucleocapsídeo de alguns vírus (chamados envelopados).</span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span><br />
• Por não apresentarem metabolismo, não podem ser combatidos por remédios.<br />
• São parasitas intracelulares obrigatórios, ou seja, escravizam o metabolismo
das células para sua reprodução.<br />
• SEMELHANÇA COM OS SERES VIVOS: sofrem mutações. (Vírus de RNA são mais
mutagênicos porque possuir uma fita simples facilita trocas nas bases
nitrogenadas.)<br />
• As vacinas são injeções que contém antígenos para estimular a prevenção de
anticorpos contra este corpo estranho => são específicas => as mutações
virais dificultam sua produção.<br style="mso-special-character: line-break;" />
<!--[if !supportLineBreakNewLine]--><br style="mso-special-character: line-break;" />
<!--[endif]--></span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">• VACINA
(imunidade ativa) X SORO (imunidade passiva) -> enquanto a vacina tem ação
duradoura e previne doenças através do estímulo à criação de anticorpos, o soro
tem ação momentânea e cura através da injeção dos próprios anticopos extraídos
de um animal.<br />
<br />
</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">•</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Ciclos de um vírus de RNA:<br style="mso-special-character: line-break;" />
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<!--[endif]--></span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">•</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Bacteri</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">ó</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">fagos:<br />
</span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> V</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">í</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">rus que atacam bact</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">é</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">rias.<br />
</span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Fixam-se nas c</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">é</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">lulas (adsor</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">çã</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">o) e injetam seu material
gen</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">é</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">tico.<br />
* Ap</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">ó</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">s esta injeção, a bactéria
pode entrar diretamente em ciclo lítico, produzindo novas proteínas virais até
a lise celular; ou entrar primeiro em ciclo lisogênico, incorporando seu DNA ao
DNA humano e multiplicando o material genético viral até que o ciclo lítico
comece.<br />
• Emergente (surgimento de um novo vírus)</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Reemergente
(desaparece e retorna ao sofrer mutações – Gripe)</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ressurgente
(não some, repete-se periodicamente – Dengue).<br style="mso-special-character: line-break;" />
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Transmissão de
doenças virais</span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os vírus podem
requerer contato direto entre o portador e um novo hospedeiro (herpes), através
de secreções (HIV, raiva) ou gotículas de muco expelidas ao falar, rir ou
espirrar (gripe) ou por água e alimentos contaminados (gastroenterite,
poliomielite, hepatite A e E).</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Viroses:</span></b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> doenças causadas por
vírus apenas em humanos.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Zoonoses:</span></b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> doenças causadas por
vírus em humanos e em outros animais (raiva).</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Arbovírus: </span></b><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">vírus transmitidos por
animais “vetores” principalmente insetos (febre amarela, dengue, zika,
chicungunha).</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">· <b>Epidemia: </b>aumento
súbito no número de casos da doença;<br />
· <b>Endemia:</b> a doença se mantém em frequência praticamente
constante;<br />
· <b>Pandemia:</b> doença que atinge mais de um continente.<br />
<b>Prevenção e Tratamento</b></span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os
antibióticos não servem para combater os vírus. Alguns tipos de remédios servem
apenas para tratar os sintomas das infecções virais. As vacinas são utilizadas
como método de prevenção, pois estimulam o sistema imunológico das pessoas a
produzirem anticorpos contra determinados tipos de vírus.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
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<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">• Doenças
causadas por vírus:<br />
</span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Catapora ou catapora<span style="mso-tab-count: 3;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Caxumba<span style="mso-tab-count: 2;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Dengue<span style="mso-tab-count: 2;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Febre amarela<br />
</span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Hepatite<span style="mso-tab-count: 4;"> </span>*HPV<span style="mso-tab-count: 3;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Herpes<span style="mso-tab-count: 3;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Poliomielite</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">*Meningite
viral<span style="mso-tab-count: 4;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Raiva<span style="mso-tab-count: 3;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Rub</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">é</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">ola<span style="mso-tab-count: 2;"> </span></span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Sarampo<br />
</span><span style="color: black; font-family: "Cambria Math",serif; font-size: 10.0pt; mso-bidi-font-family: "Cambria Math"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">∗</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Var</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Georgia; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">í</span><span style="color: black; font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-color-alt: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">ola<span style="mso-tab-count: 5;"> </span>*AIDS<span style="mso-tab-count: 3;"> </span>*Resfriado</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 3;">
<b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">PRINCIPAIS VIROSES HUMANAS <o:p></o:p></span></b></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 699px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">DOENÇA</span></b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">TRANSMISSÃO</span></b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">INFECÇÃO
</span></b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">CONTROLE
</span></b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">SINTOMAS
</span></b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Contato
sexual, transfusão de sangue, uso de seringas em comum (drogas)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra através das secre-ções corporais (sê-men ou sangue), ou feridas nas
mucosas</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Uso da
camisinha nas relações sexuais, seringas descartáveis, sangue não-contaminado</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Queda da
imunidade, baixa produção de anticorpos, instalação de infecções oportunistas</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Saliva ou
contato com objetos contaminados pelas lesões da pele</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra pelas mucosas das vias respiratórias e dissemina-se através do sangue</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Pequenas e
numerosas feridas no corpo que podem deixar cicatrizes</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Contato
direto; objetos contaminados; gotículas de saliva</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vírus multiplica-se
nas glândulas parótidas; eventualmente localiza-se em outros órgãos (ovários,
testículos e pâncreas)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Parotidite,
com inchaço abaixo e à frente das orelhas (pode tornar a pessoa estéril se
atingir os testículos ou os ovários) </span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Picada do
mosquito (fêmea) <i>Aedes aegypti </i></span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra pela pele, dissemina-se pelo sangue e se instalam nos órgãos alvos</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Combate
aos mosquitos transmissores e aos criadouros</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre
alta, dor de cabeça, e nas juntas, fraqueza, falta de apetite, manchas
vermelhas na pele e pequenos sangramentos (hemorragia)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Picada de
mosquitos, entre os quais se destaca o <i>Aedes aegypti</i></span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Penetra
através da pele, dissemina-se pelo sangue e instala-se no fígado, na medula
óssea, no baço e outros órgãos</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação
e combate aos mosquitos transmissores</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre
alta, náuseas, vômito, calafrios, prostação e pele amarelada (pode ser fatal)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Gotículas
de secreção expelidas pelas vias respiratórias</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Penetra
pela boca ou pelo nariz, localizando-se nas vias respiratórias .</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre,
prostação, dores de cabeça e musculares, obstrução nasal e tosse</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Gotículas
de muco e saliva; contaminação fecal de água e objetos</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
instala-se no fígado, onde se multiplica, destruindo as células (hepatócitos)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Tratamento
com medicamento injetável em pessoas que entram em contato c/ o doente; saneamento,
cuidados com alimentos ingeridos</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre,
anorexia, náuseas, mal-estar, icterícia (pode ser fatal)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Contato direto
ou indireto</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra pelas mucosas das vias respiratórias e dissemina-se através do sangue</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Evitar
contato direto ou indireto com as feridas que surgem nas manifestações
herpéticas</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Pequenas
bolhas que se tornam feridas (boca, olhos ou na pele)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Feridas na
região genital e anal (DST)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Saliva
introduzida pela mordida de animais infectados (cão, gato, morcego)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra pelo ferimento e instala-se no sistema nervoso</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação
de animais domésticos e aplicação de soro e vacina em pessoas mordidas</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre,
mal-estar, delírios, convulsões paralisia dos músculos respiratórios,
taquicardia (é doença fatal)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Alimento e
objetos contaminados; secreções respiratórias</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra pela boca, multiplica-se no intestino, dissemina-se pelo sangue e instala-se
no SNC, onde destrói os neurônios.</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Paralisia
dos membros; em muitos casos ocorrem apenas febres baixas e indisposição, que
logo desaparecem sem causar problemas (provoca deficiência física)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Gotículas
de muco e saliva; contato direto</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Penetra
pelas vias respiratórias e dissemina-se através do sangue</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação,
aplicação de imunoglobulina (com efeito protetor discutível)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre,
prostação, erup-ções cutâneas <o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">(em embriões
provoca a morte ou deficiências congênitas)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Sarampo</span></b><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Contato
direto e indireto com secreções das narinas da pessoa doente</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O vírus
penetra pelas mucosas das vias respiratórias e dissemina-se através do sangue</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Febre
alta, tosse, vermelhidão por todo o corpo e sintomas respiratórios (pode ser
fatal = crianças)</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 81.8pt;" valign="top" width="109">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 106.35pt;" valign="top" width="142">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Gotículas
de saliva e uso de objetos contaminados</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 126.55pt;" valign="top" width="169">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Penetra
pelas mucosas das vias respiratórias e dissemina-se através do sangue</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Vacinação</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 104.9pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Feridas
grandes e numerosas na pele que deixam cicatrizes</span><span style="font-family: "Bookman Old Style",serif; font-size: 8.5pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: black; font-family: "Bookman Old Style",serif; font-size: 8.5pt; line-height: 107%; mso-bidi-font-family: Arial; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Catapora, Varíola,
Febre amarela, Hepatite, Caxumba, Hidrofobia (raiva), Aids, Poliomielite, Dengue,
Gripe, Rubéola, Herpes<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
<div class="MsoNormal">
<br /></div>
<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-41664810416357223192020-03-19T08:07:00.001-04:002020-03-19T08:07:48.541-04:00Atividade de Biologia - 1° ano E, F, G e H - 2020<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red; font-family: Algerian; font-size: 14.0pt; line-height: 107%;">Atividades
de biologia<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">18/03 – 06/04<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">1° ano E, F, G e H<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt; line-height: 107%;">Quantidade de aulas: 06<o:p></o:p></span></div>
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<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">1ª
aula <o:p></o:p></span></b></div>
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<span style="background: yellow; color: black; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow; mso-themecolor: text1;">Leitura</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;"> dos capítulos do livro
didático:<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Cap.01 –
O fenômeno da vida (pág. 12 – 23)<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Cap. 02 –
Como o cientista estuda a natureza (pág. 26 -30)<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">As fotos
das páginas dos livros serão enviadas no grupo do WhatsApp.<o:p></o:p></span></div>
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<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">2ª
aula <o:p></o:p></span></b></div>
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<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Pesquisa</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;"> sobre as 05 maiores pandemias
no mundo.<o:p></o:p></span></div>
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<br /></div>
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<span style="background: aqua; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: aqua;">Deixar no caderno</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">!<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">A pesquisa
deve conter:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Agente causador: viris, bactéria, protozoário...<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: 0cm;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Agente transmissor: água, saliva, mosquito...<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Local de origem: China, Espanha, Brasil...<o:p></o:p></span></div>
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</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;">Período: ano que ocorreu.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Garamond",serif; font-size: 12.0pt;"><o:p> </o:p></span></div>
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<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">3ª
aula <o:p></o:p></span></b></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 295.15pt;" valign="top" width="394">
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<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Copiar no caderno ou imprimir e colar</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;"> o resumo abaixo:<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;"><a href="https://www.passeidireto.com/arquivo/60833116/origem-da-vida">https://www.passeidireto.com/arquivo/60833116/origem-da-vida</a><o:p></o:p></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Também será
disponibilizado no whatsApp.<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">4ª
aula <o:p></o:p></span></b></div>
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<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Assistir as vídeos aulas</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">:<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Características
dos seres vivos: <a href="https://www.youtube.com/watch?v=vsRN64p5_qs&t=174s">https://www.youtube.com/watch?v=vsRN64p5_qs&t=174s</a><o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Método cientifico:
<a href="https://www.youtube.com/watch?v=eRDBggKy0js&t=42s">https://www.youtube.com/watch?v=eRDBggKy0js&t=42s</a><o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Origem da
vida: <a href="https://www.youtube.com/watch?v=wrPcm5FseGo">https://www.youtube.com/watch?v=wrPcm5FseGo</a><o:p></o:p></span></div>
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<br /></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 130.1pt;" valign="top" width="173">
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Apenas assistir
as vídeos aulas para complementar seu entendimento.<o:p></o:p></span></div>
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<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
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<b><span style="font-family: "Garamond",serif; font-size: 12.0pt;">5ª e
6ª aulas <o:p></o:p></span></b></div>
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<span style="background: yellow; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: yellow;">Responder a avaliação</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">.<o:p></o:p></span></div>
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<span style="font-family: "Garamond",serif; font-size: 12.0pt;">Anexo abaixo.<o:p></o:p></span></div>
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<span style="background: aqua; font-family: "Garamond",serif; font-size: 12.0pt; mso-highlight: aqua;">Imprimir e colar ou copiar no caderno</span><span style="font-family: "Garamond",serif; font-size: 12.0pt;">.<o:p></o:p></span></div>
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<o:p><b>Aula 05 e 06 - Avaliação</b> </o:p></div>
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<o:p> </o:p><span style="font-family: Garamond, serif; font-size: 10pt;">Estudante:
_____________________________________________ n° ________- 1° ano ___________
Data: _________</span></div>
<br />
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<span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">Avaliação de Biologia<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: Garamond, serif; font-size: 10pt;">01</span></b><span style="font-family: Garamond, serif; font-size: 10pt;">) Ao examinar um fenômeno biológico, o
cientista sugere uma explicação para o seu mecanismo, baseando-se na causa e no
efeito observados. Esse procedimento:</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: Garamond, serif; font-size: 10pt;">( ) Faz parte do método científico. ( ) É denominado formulação de hipóteses.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: Garamond, serif; font-size: 10pt;">( ) Deverá ser seguido
de uma experimentação. ( ) Deve ser precedido por uma conclusão.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; letter-spacing: -.6pt;">02</span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; letter-spacing: -.6pt;">) Um
estudante decidiu testar os resultados da falta de determinada vitamina na
alimentação de um grupo de ratos. Colocou então cinco ratos em uma gaiola e
retirou de sua dieta os alimentos ricos na vitamina em questão. Após alguns
dias, os pelos dos ratos começaram a cair. Concluiu então que esta vitamina
desempenha algum papel no crescimento e na manutenção dos pelos. Sobre essa
experiência podemos afirmar:<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: Garamond, serif; font-size: 10pt; letter-spacing: -0.6pt;">a) a experiência
não foi realizada corretamente porque o estudante não usou um grupo de
controle;<br />
</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; letter-spacing: -.6pt;">b) a experiência foi correta e a conclusão também. O estudante seguiu as
normas de método científico adequadamente;<o:p></o:p></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; letter-spacing: -.6pt;">c) a experiência obedeceu
aos princípios do método científico, mas a conclusão do estudante pode não ser
verdadeira;<br />
d) o estudante não fez a experiência de forma correta, pois não utilizou
instrumentos especializados;<br />
e) a experiência não foi correta por que a hipótese do estudante não era uma
hipótese passível de ser testada experimentalmente.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<b><span style="font-family: Garamond, serif; font-size: 10pt;">03</span></b><span style="font-family: Garamond, serif; font-size: 10pt;">) A pesquisa científica é a realização de
um estudo planejado, sendo o método de abordagem do problema o que caracteriza
o aspecto científico da investigação. Sua finalidade é descobrir respostas para
questões mediante a aplicação do método científico. As afirmativas a seguir
estão relacionadas com esse assunto. Analise-as e assinale a incorreta.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Garamond, serif; font-size: 10pt;">a) A pesquisa sempre parte de um problema, de uma interrogação, uma
situação para a qual o repertório de conhecimento disponível não gera resposta
adequada.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Garamond, serif; font-size: 10pt;">b) Toda pesquisa baseia-se em uma teoria que serve como ponto de
partida para a investigação.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Garamond, serif; font-size: 10pt;">c) Nenhuma
pesquisa pode gerar subsídios para o surgimento de novas teorias<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: Garamond, serif; font-size: 10pt;">d) Para solucionar um problema, são levantadas hipóteses que podem
ser confirmadas ou refutadas pela pesquisa.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">04) </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">Todos os
organismos vivos estão sujeitos a processos evolutivos. Algumas
características, por exemplo, surgem e são passadas para os descendentes e
outras são eliminadas da população por meio de um processo denominado de: <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">a)
recombinação gênica. b) seleção
natural. c)
mimetismo. d)
mutação. e)
migração. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">05)</span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;"> Para um
organismo ser considerado vivo, algumas características devem estar presentes.
Analise as alternativas a seguir e marque o único atributo que não é encontrado
em todos os seres vivos. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">a)
Hereditariedade. b)
Capacidade de responder a estímulos. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Garamond, serif; font-size: 10pt; line-height: 107%;">c) Corpo formado por várias células. </span><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">d) Capacidade de evoluir. e)
Metabolismo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">06) </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">Muitas
pessoas não sabem diferenciar corretamente o que é um ser vivo de um ser não
vivo, entretanto, os organismos vivos apresentam características marcantes que
permitem essa diferenciação. Uma dessas características é a capacidade de
responder a estímulos, uma capacidade denominada de: <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Garamond, serif; font-size: 10pt; line-height: 107%;">a) irritabilidade. </span><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">b)
flexibilidade c)
complexidade. d) reação. e) metabolismo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt;">07)</span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt;"> Com relação às
características gerais dos seres vivos, é <strong><u>incorreto</u></strong> afirmar:<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">a)
Células procarióticas e eucarióticas apresentam membrana plasmática;<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">b)
A reprodução sexuada é fundamental para a variabilidade genética da espécie<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">c)
O processo de degradação de substâncias complexas em substâncias simples é
conhecido como catabolismo<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">d)
Apenas as células eucarióticas apresentam citoplasma;<o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt;">e)
As adaptações sofridas pelos organismos, ao longo de suas vidas, podem levar a
um processo de evolução;<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">08) </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Relacione as colunas <o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">( a ) autótrofo ( ) possui membrana nuclear <br />
( b ) fotossintese ( ) possui mais de uma célula <br />
( c ) heterórofo ( ) capacidade de reagir a estímulos <br />
( d ) procarionte ( ) processo de produção de alimentos <br />
( e ) unicelular ( ) se alimentam de outros seres <br />
( f ) eucarionte ( ) o material genético não está em um
núcleo <br />
( g ) pluricelular ( ) etapas do desenvolvimento de um ser
vivo <br />
( h ) excitabilidade/irritabilidade ( ) seres que produzem seu alimento <br />
( i ) ciclo vital ( ) possui apenas uma célula <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">09) </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nos seres vivos
pode ocorrer reprodução sexuada ou assexuada. Assim sendo, pode-se afirmar que:
<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">a) a “muda”, um tipo de reprodução
sexuada, é utilizado principalmente na separação de plantas;<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">b) a reprodução assexuada permite uma
evolução mais rápida das espécies. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">c) a reprodução sexuada produz
indivíduos geneticamente iguais. <o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">d) a reprodução sexuada promove maior
variabilidade genética.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">e) a reprodução assexuada se caracteriza
pela presença de troca de material genético.<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10)</span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> Os anfíbios são animais que apresentam dependência de um ambiente
úmido ou aquático. Nos anfíbios, a pele é de fundamental importância para a
maioria das atividades vitais, apresenta glândulas de muco para conserva-se úmida,
favorecendo as trocas gasosas e, também, pode apresentar glândulas de veneno
contra microrganismos e predadores. Essas características estão relacionadas a:<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">a</span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">) reprodução <b>b</b>) locomoção <b>c</b>)
adaptação <b>d</b>) mutação <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><u><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">RESPONDA
CORRETAMENTE NO VERSO DA FOLHA:<o:p></o:p></span></u></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">11) </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%;">E</span><span style="font-family: "Garamond",serif; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">screva <u>uma
característica comum</u> aos mamíferos, às arvores e aos répteis? <o:p></o:p></span></div>
<div class="MsoNoSpacing">
<b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Arial;">12) </span></b><span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Arial;">Quando uma pessoa
cresce ou engorda, predominou em seu organismos o anabolismo ou o catabolismo?
Justifique.</span><span style="font-family: "Garamond",serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<span style="font-family: "Garamond",serif; font-size: 10.0pt; mso-bidi-font-family: Arial;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
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prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-25487338239686474842018-02-27T21:00:00.004-04:002018-02-27T21:00:29.861-04:00Vida.....Mas afinal, o que é vida???<br />
<img src="http://mensagens.culturamix.com/blog/wp-content/gallery/a-estrada-da-vida-4/A-Estrada-da-Vida-12.jpg" /><br />
<a href="http://mensagens.culturamix.com/frases/reflexao/a-estrada-da-vida" target="_blank">reflexão: a estrada da vida</a><br />
<br />
Visão biológica a respeito da 'vida'.<br />
<a href="http://www.bbc.com/portuguese/vert-earth-38800106" target="_blank">Por que é tão difícil definir o que é vida e o que são seres 'vivos'</a><br />
<a href="https://www.em.com.br/app/noticia/tecnologia/2015/08/09/interna_tecnologia,676644/ha-vida-la-fora-so-falta-achar.shtml" target="_blank">Convicção de cientistas sobre a existência de seres vivos fora da Terra aumenta</a><br />
<a href="https://www.biologiatotal.com.br/blog/o+que+significa+vida-238.html" target="_blank">O que significa vida?</a>prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-25327413187261011762018-02-15T19:52:00.001-03:002018-02-15T19:52:22.762-03:00CONCEITOS DE BIOLOGIA <!--[if gte mso 9]><xml>
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<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Agora,
relacione corretamente as colunas. A coluna I traz conceito, palavras chaves
para o entendimento da Biologia, na coluna II têm o seu significado. Essas
palavras-conceitos serão usadas ao longo de toda a Biologia, seja aqui no
ensino médio bem como no superior.</span></div>
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
table.MsoTableGrid
{mso-style-name:"Tabela com grade";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-priority:59;
mso-style-unhide:no;
border:solid windowtext 1.0pt;
mso-border-alt:solid windowtext .5pt;
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-border-insideh:.5pt solid windowtext;
mso-border-insidev:.5pt solid windowtext;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</span></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 716px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="2" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 104.65pt;" valign="top" width="140">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Coluna I</span></div>
</td>
<td colspan="2" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 432.35pt;" valign="top" width="576">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Coluna II</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Abiótico</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Conjunto
de indivíduos de uma mesma espécie, que vive em uma determinada área em um
determinado tempo</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Biótico
</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Conjunto
de organismos semelhantes, capazes de se cruzar em condições naturais,
produzindo descendentes férteis</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Unicelulares</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Local
onde vive determina espécie.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Síndrome</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Conjunto
de todas as influências do meio (umidade, pressão, temperatura, luminosidade,
pH), atuantes sobre os organismos.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Pseudo</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Necessita
de oxigênio para sobreviver.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Pluricelulares</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<strong><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; font-weight: normal; mso-bidi-font-weight: bold;">Seres vivos que não são capazes
de produzir o seu próprio alimento</span></strong><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> e por isso necessitam ingerir
ou absorver moléculas orgânicas pré-formadas de outros seres vivos, para
obtenção de energia e síntese das biomoléculas de que necessitam</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Patogênico</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Significa
preventivo, sendo utilizado para designar algo capaz de prevenir ou atenuar
determinada doença (medidas/ações profiláticas, tratamento profilático).</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Parasita</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">É
a menor unidade estrutural e funcional básica do ser vivo, sendo considerada
a menor porção de uma matéria viva.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Organela</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Também
conhecidas por <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">eritrócitos </span></strong>ou <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">glóbulos vermelhos</span></strong>, são as células sanguíneas
responsáveis pela cor vermelha do sangue e que exercem um importante papel na
oxigenação celular dos tecidos corporais.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Onívoro</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">São
substâncias químicas, naturais ou sintéticas, com capacidade de impedir a
multiplicação de bactérias ou de as destruir, não tendo contudo eficácia
contra os vírus.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Multicelular</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">São
os seres vivos, representados pelos fungos, bactérias e alguns protozoários,
responsáveis por realizar a reciclagem da matéria orgânica na cadeia
alimentar.</span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Homeotérmico</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">É
a <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">capacidade do organismo</span></strong> de
apresentar uma <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">situação físico-química
característica e constante</span></strong>, dentro de determinados limites,
mesmo diante de alterações impostas pelo meio ambiente.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">13.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Aeróbico</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Formado
por apenas uma célula.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">14.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Anaeróbico</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Refere
ao grupo de organismos vivos que consegue <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">consumir
e metabolizar alimentos tanto de origem animal como de vegetal.</span></strong></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">15.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Antibiótico</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Não
sobrevive na presença do oxigênio.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">16.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Anticorpos</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Conjunto
de seres vivos</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">17.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Autótrofo</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Falso</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">18.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Biodegradável</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">É
o <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">conjunto de transformações e reações
químicas através das quais se realizam os processos de síntese degradação (ou
decomposição) das células</span></strong>.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 19;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">19.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Biodiversidade</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">É
um termo bastante utilizado em <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">Medicina </span></strong>e <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">Psicologia </span></strong>para caracterizar o <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">conjunto de sinais e sintomas</span></strong> que definem uma
determinada patologia ou condição. A medicina indica que uma síndrome não
deve ser classificada como uma doença.</span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 20;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">20.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Célula
eucarionte</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Todo
animal que mantém a temperatura corporal praticamente constante, apesar das
variações do meio.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 21;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">21.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Célula
procarionte</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Formado
por duas ou mais células.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 22;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">22.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Decompositores</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">É
um ser vivo que se associa a outro, que é chamado de hospedeiro. O parasita
se utiliza do hospedeiro para se alimentar, causando-lhe doenças.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 23;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">23.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Fotossíntese</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Cada
um dos elementos distintos, cercados por uma membrana, presentes no
citoplasma da célula eucariote.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 24;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">24.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Habitat</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Significa
o mesmo, igual, semelhante, igualdade.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 25;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">25.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Hemácias</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span class="tgc"><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">São proteínas que atuam no sistema imunológico
como defensoras do organismo vivo contra bactérias, vírus e outros corpos
estranhos.</span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 26;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">26.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Heterótrofo</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<strong><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; font-weight: normal; mso-bidi-font-weight: bold;">É a grande variedade de formas
de vida</span></strong><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">
(animais e vegetais) que são encontradas nos mais diferentes ambientes.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 27;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">27.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Prefixo
hiper-</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">São
consideradas <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">células com núcleo verdadeiro</span></strong>.
Possuem uma parede para delimitar e proteger o material genético presente no
núcleo celular. Também chamadas de eucélulas.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 28;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">28.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Prefixo
hipo-</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">É
o termo dado para a decomposição natural, feita com a ajuda de bactérias e
fungos, de materiais no ambiente. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 29;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">29.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Prefixo
iso-</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Tem
o sentido de posição superior, excesso</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 30;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">30.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Leucócitos</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Também
conhecidas como protocélulas ou células procarióticas. São organismos de
tamanho relativamente pequeno e com composição e funcionamento bem
simplificado, o que faz destes seres os primeiros organismos vivos no
Planeta.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 31;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">31.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Metabolismo</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Tem
o sentido de posição inferior, escassez.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 32;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">32.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">População</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">São
os seres vivos que produzem o seu próprio alimento, ou seja, são capazes de
sintetizar compostos orgânicos a partir de compostos inorgânicos através de
fotossíntese ou quimiossíntese. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 33;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">33.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Espécie
</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Ou
glóbulos brancos são<strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;"> células sanguíneas produzidas
na medula óssea e nos linfonodos</span></strong>. Atuam na <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">defesa do organismo</span></strong>, destroem os agentes estranhos,
como as bactérias, os vírus e as substâncias tóxicas que atacam o nosso corpo
e causam infecções e outras doenças. </span><br />
</td>
</tr>
<tr style="mso-yfti-irow: 34;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">34.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Profilaxia</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Que
possui propriedades capazes de induzir o aparecimento de doenças. Pode ser de
origem orgânica ou não.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 35;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">35.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-weight: bold; mso-font-kerning: 18.0pt;">Homeostase</span></div>
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<strong><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; font-weight: normal; mso-bidi-font-weight: bold;">Processo biológico</span></strong><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> realizado
através da clorofila presente nas plantas verdes, que, através da energia da
luz solar, absorvem água e CO<sub>2</sub> da atmosfera que são <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">transformados em energia química</span></strong>. Simultaneamente, há <strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal; mso-bidi-font-weight: bold;">libertação de O<sub>2</sub></span></strong> na atmosfera, que renova e
purifica o ar.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 36; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 26.7pt;" valign="top" width="36">
<div class="MsoListParagraph" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt; mso-bidi-font-family: "Bookman Old Style"; mso-fareast-font-family: "Bookman Old Style";"><span style="mso-list: Ignore;">36.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;"> </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">Célula
</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 21.35pt;" valign="top" width="28">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 411.0pt;" valign="top" width="548">
<div class="MsoNormal">
<span style="font-family: "Bookman Old Style","serif"; font-size: 8.5pt;">O
mesmo que pluricelulares.</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<br /><br />
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-72253236774763955932018-02-15T19:49:00.005-03:002018-02-15T19:49:55.693-03:00BIOLOGIA - o início....<!--[if gte mso 9]><xml>
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<b><span style="color: purple;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><u>Biologia</u> é a
ciência que estuda a vida nas suas mais diversas ações e manifestações. É o que
permite comunicar-se com o meio físico (habitat), com seus semelhantes
(população) ou com outros seres vivos (comunidade). </span></span></span></b></div>
<div class="MsoNormal">
<br /></div>
<span style="font-size: small;">
</span><div class="MsoNormal">
<br /></div>
<span style="font-size: small;">
</span><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: small;"><u><span style="font-family: "Bookman Old Style","serif";">Combinados –
2018</span></u></span></b></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpFirst" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>01-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Respeito
acima de tudo! Educação com todas as pessoas da escola;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>02-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Limpeza
dos materiais, provas, trabalhos e da sala de aula;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>03-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Letras
legíveis. Não usar canetas de cores claras (amarela, laranja, dourada e prata)
bem como vermelhas e rosas em avaliações;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>04-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Caderno
em dia com os exercícios feitos e corrigidos;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>05-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Não
riscar no livro didático. Cuidar da nossa escola.</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>06-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Realizar
as avaliações nas datas previstas. A apresentação do atestado medico é
fundamental;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>07-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Evitar
faltas as aulas e quando for realmente necessário, colocar a matéria em dia o
mais rápido possível;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>08-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">As
avaliações serão de formas diversificadas. Trabalhos são manuscritos (escritos
a mão!);</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpMiddle" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>09-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Proibido
o uso de celular*, fone de ouvido e computadores;</span></span></div>
<span style="font-size: small;">
</span><div class="MsoListParagraphCxSpLast" style="line-height: 115%; margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;"><span>10-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif"; line-height: 115%;">Não
usar “capa” para os trabalhos e sim o cabeçalho, como segue abaixo:</span></span></div>
<span style="font-size: small;">
</span><div class="MsoNoSpacing">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Cabeçalho:</span><span style="font-family: "Bookman Old Style","serif";"><br />
ESCOLA ESTADUAL SIDRÔNIO ANTUNES DE ANDRADE<br />
DISCIPLINA: BIOLOGIA
DATA:_____________<br />
PROFESSORA: CIDA<span> </span>SÉRIE:___</span></span></div>
<span style="font-size: small;">
</span><div class="MsoNoSpacing">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">ESTUDANTE:_____________________Nº:______</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span> </span>Tema
do trabalho</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Alguns exercícios, notícias,
aulas e trabalhos serão postados no blog:</span></span></div>
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<span style="font-size: small;"><b><span style="font-family: "Bookman Old Style","serif";">http://cidaverdejo.blogspot.com</span></b></span></div>
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<b><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Alguns
cientistas com relevantes contribuições em algumas áreas da Biologia foram:</span></span></b></div>
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</span><div class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Aristóteles – 384-322
aC.:</span></strong><span style="font-family: "Bookman Old Style","serif";">
a classificação dos seres vivos;</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Leonardo da Vinci - 1452-1519: </span><span style="font-family: "Bookman Old Style","serif";">os fósseis
indicam a história da Terra, sendo muito mais antiga do que a própria história
da humanidade;</span></span></div>
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</span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Antonie van Leeuwenhoek </span></strong><span style="font-family: "Bookman Old Style","serif";">– 1632-1723: o
pai da microbiologia;</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Robert Hooke</span></strong><span style="font-family: "Bookman Old Style","serif";"> – 1635 – 1703:
a descoberta da célula;</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Alexander
Fleming – 1881 – 1955: médico britânico – descobriu a penicilina;</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Carlos
Lineu<span> -1707 - 1778</span>: botânico
sueco – pai da taxonomia moderna;</span></span></div>
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</span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Charles
Darwin - 1809-1882: naturalista britânico - teoria da evolução das espécies;</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Louis
Pasteur (químico francês - inventor da pasteurização);</span></span></div>
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</span><div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Jean Baptiste Lamarck (1744-1829): </span><span style="font-family: "Bookman Old Style","serif";">expert em
botânica, professor responsável pelo campo de invertebrados (inclusive o termo
não existia na época, quem o formulou foi Lamarck), contribuiu para o
pensamento evolucionista;</span></span></div>
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</span><div class="MsoListParagraphCxSpLast" style="margin-left: 0cm; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Courier New";"><span>o<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> -
</span></span></span><strong><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Gregor Mendel</span></strong><span style="font-family: "Bookman Old Style","serif";"> – 1822-1884:
fundação da genética moderna.</span></span></div>
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<b><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Os
melhores vídeos aulas de Biologia:</span></span></b></div>
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<span style="font-size: small;"><span class="style-scope"><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Kennedy Ramos - https://www.bioexplica.com.br/</span></span><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><span class="style-scope"><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Biologia Total com Prof. Jubilut -
https://www.biologiatotal.com.br/</span></span><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><a href="https://www.youtube.com/channel/UCdLt2OhiWNLRsGNF-0DE4-A"><span style="color: windowtext; text-decoration: none;">Biologia com
Samuel Cunha</span></a> - </span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><b>Dicas
para estudos</b> (http://estudareaprender.com/10-dicas-para-estudar-e-aprender-mais-facil/)</span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#01 –
Ensine outras pessoas - Dica prática: Faça mini aulas.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#02 –
Descubra qual seu horário de maior produtividade nos estudos.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#03 –
Pratique o que aprende. Dica prática: Sempre resolva questões e provas antigas.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#04 –
Tenha objetivos definidos para estudar e aprender. </span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">Seu cérebro é uma máquina que
consome muita energia, então qualquer atividade sem utilidade ou sem uma
recompensa acaba sendo inútil e por isso ele deixa de executar.</span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#05 –
Faça atividades físicas para liberar a mente criativa.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#06 –
Tome um banho para relaxar e se concentrar melhor.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#07 –
Evite o stress, ele prejudica seu aprendizado.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#08 –
Seja persistente em seus estudos. </span></strong><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">Para aprender mais fácil estude todos os dias.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"> </span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#09 –
Estude em grupo. Monte um grupo de estudos.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<span style="font-size: small;"><strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;">#10 –
Escreva para aprender mais fácil.</span></strong><span style="color: windowtext; font-family: "Bookman Old Style","serif"; font-weight: normal;"></span></span></div>
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<b><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Fontes
de dicas de como estudar:</span></span></b></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><a href="http://posgraduando.com/dez-sugestoes-para-sua-apresentacao-de-seminario/"><span style="color: windowtext; text-decoration: none;">http://posgraduando.com/dez-sugestoes-para-sua-apresentacao-de-seminario/</span></a></span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><a href="https://www.coladaweb.com/como-fazer/apresentacao-em-publico"><span style="color: windowtext; text-decoration: none;">https://www.coladaweb.com/como-fazer/apresentacao-em-publico</span></a></span></span></div>
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</span><div style="margin: 0cm 0cm 0.0001pt;">
<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">COMO ESTUDAR (sério, é possível) - Débora Aladim</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Como Estudar Biologia - Ciências da Natureza - ENEM - Vestibular |
Biologia com Samuel Cunha</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif"; font-weight: normal;">Ler não é estudar - técnicas de estudos para todos os níveis | Fernando
Mesquita</span></span></div>
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<b><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Trabalhos:</span></span></b></div>
<ol>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"> Entrega;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Conteúdo;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Objetivo</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Mecanismo
– metodologia;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Conheça
as palavras – conceitos;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Pratique;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Linguagem
corporal – oralidade e postura;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Lembretes;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Simplifique;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: "Bookman Old Style","serif";">Planeje;</span></span></li>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"> </span></span><b><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Tecnologia:</span></span></b></div>
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<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Power
point – slides;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";">Word
– textos;</span></span></li>
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<span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"> <b>Cartaz:</b></span></span></div>
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<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Margem;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Objetividade
– Simplifique;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Conteúdo;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Erros;</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Bookman Old Style","serif";"><span><span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Bookman Old Style","serif";">Visualização.</span></span></li>
</ol>
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prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-27577445726368916972017-08-03T20:18:00.000-04:002017-08-03T20:18:27.285-04:00O código da Vida<br />
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" 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/></a></div>
<br />
<br />
<br />
<br />
Conteúdo em slides: <br />
<a href="http://www.colegiovascodagama.pt/ciencias3c/onze/biologiaunidade5dna.html" target="_blank">Aulas biologia dna I</a><br />
<br />
<a href="https://pt.slideshare.net/professormarcoscorradini/cidos-nucleicos-duplicao-do-dna-e-sntese-protica" target="_blank">ácidos-nucleicos</a><br />
<a href="http://slideplayer.com.br/slide/1813451/" target="_blank">engenharia genética</a><br />
<a href="http://slideplayer.com.br/slide/1233176/" target="_blank">biologia dna II</a><br />
<a href="https://pt.slideshare.net/RebecaVale/ii-3-os-cidos-nuclicos" target="_blank">biologia dna III</a><br />
<br />
Conteúdo em vídeo:<br />
<a href="https://www.youtube.com/watch?v=VJ69XcbOXTE" target="_blank">youtube. DNA 01</a><br />
<a href="https://www.youtube.com/watch?v=CNhN7F_8myg" target="_blank">youtube.DNA 02</a><br />
<a href="https://www.youtube.com/watch?v=fynGKohVYHw" target="_blank">youtube.DNA 03</a><br />
<a href="https://www.youtube.com/watch?v=gG7uCskUOrA" target="_blank">youtube.DNA 04</a><br />
<br />
<br />
Música / paródia:<br />
<a href="https://www.youtube.com/watch?v=ljmS_t3G1mY" target="_blank">.youtube.music 01</a><br />
<a href="https://www.youtube.com/watch?v=x5b2EIekqyg" target="_blank">youtube.funk</a><br />
<a href="https://www.youtube.com/watch?v=SztPHONmUzk" target="_blank">youtube.medo bobo</a><br />
<br />
<br />
<br />
<br />
<br />
<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-59192236179269657542017-06-27T17:40:00.001-04:002017-06-27T17:40:03.416-04:00Oficina Multimodal<!--[if gte mso 9]><xml>
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Durante a aula, os estudantes do 1° ano F sugeriram uma
atividade usando os recursos midiáticos, com os momentos que marcaram a turma
ao longo desse ano. Foi então acordado que seriam os “memes”, demonstrando a facilidade
de comunicação na disciplina de Biologia e o bom entendimento entre aluno x
professor.</div>
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Durante a criação desses memes na sala de tecnologia da
própria escola, observou-se que os estudantes eram os protagonistas daquele
novo instrumento de ação educativa, bem como a facilidade com o uso das
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prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-30637481251665282942017-04-22T17:09:00.001-04:002017-04-22T17:09:12.456-04:00reino Monera - 2° ano<h2 style="text-align: center;">
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<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-13775810349983736202017-04-20T08:13:00.002-04:002017-04-20T08:15:14.247-04:00Vírus - Trabalho avaliativo - 2° ano<!--[if gte mso 9]><xml>
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<b><span style="font-size: 9.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">ESCOLA ESTADUAL SIDRÔNIO ANTUNES DE
ANDRADE Dec. Criação nº 490 de 11/01/1968</span></b></div>
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<span style="font-size: 9.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Autorização de Funcionamento do Ensino
Fundamental e do Ensino Médio Resolução/SED Nº 2.605 de 20/10/2012</span></div>
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__________________________________________ Nº: _____ Turma: ______<span style="mso-spacerun: yes;"> </span>Data: ____/_____/17</span></div>
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<br /></div>
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<b><span lang="PT" style="font-size: 9.0pt; mso-ansi-language: PT; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">AVALIAÇÃO DE BIOLOGIA – VÍRUS</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">01</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) Em 2013, completam-se 30 anos da publicação do
artigo que divulgava a identificação do vírus responsável pela AIDS, batizado
anos depois de HIV. Ao longo dos anos, a AIDS perdeu estigmas antigos e os
tratamentos à doença tiveram importantes avanços, melhorando a vida de
pacientes infectados. Todavia, não existem metodologias definitivas de cura
para a doença ou vacina eficaz. Além disso, a epidemia não está totalmente
controlada, sendo o vírus responsável por infectar aproximadamente 35 milhões
de pessoas em todo o mundo. O gráfico abaixo apresenta a incidência de novos
casos de AIDS na população de Santa Catarina em comparação com dados de todo o
país. </span></div>
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<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Utilizando o gráfico acima e conhecimentos relacionados
ao HIV/AIDS, indique a soma da(s) proposição(ões) CORRETA(S). </span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">01. O vírus HIV é transmitido somente através de
contato com sangue contaminado e de sexo não seguro.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">02. As células atingidas pelo HIV fazem parte do
sistema imune, um dos fatores que dificultam o combate à infecção.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">04. As drogas antivirais interferem no ciclo de
replicação do HIV, impedindo que ele infecte outras células.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">08. O gráfico mostra que, apesar de haver uma
tendência de queda na taxa de incidência de infectados por HIV no Brasil, em
Santa Catarina a tendência é de aumento ou manutenção desta taxa nos últimos
anos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">16. O vírus HIV, assim como outros vírus, possui
altas taxas de mutação, o que é explicado pela ausência de enzimas de controle
e reparo na síntese de seu genoma.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">32. A transcriptase reversa é uma enzima viral
responsável pela replicação do DNA do HIV.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Soma:
_________</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">02) </span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Os vírus não são considerados células porque:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) possuem somente um cromossomo e são muito
pequenos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) não possuem mitocôndrias e o retículo
endoplasmático é pouco desenvolvido.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) não têm membrana plasmática nem metabolismo
próprio.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) parasitam plantas e animais e dependem de outras
células para sobreviver.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) seu material genético sofre muitas mutações e é
constituído apenas por RNA</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">03) </span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">A
gripe aviária, provocada pelo vírus influenza do tipo H5N1, tem sido alvo de
preocupação mundial. Apesar de infectar principalmente aves, já foi detectada,
em alguns países da Ásia, infecção em humanos, levando a uma alta taxa de mortalidade.
Sabe-se que os vírus influenza são envelopados e têm o genoma composto por
moléculas de RNA simples fita, negativa, segmentado, sendo que esse tipo de
genoma pode contribuir para o estabelecimento de uma pandemia em seres humanos,
além de dificultar o desenvolvimento de uma vacina.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Analise as afirmações abaixo.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">I - A coinfecção em um mesmo paciente por um vírus
da gripe comum (H1N1) e o vírus da gripe aviária possibilita a troca de
segmentos dos dois genomas, ampliando as chances de surgir uma cepa altamente
patogênica no homem.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">II - Vacinas para vírus da gripe comum (H1N1) não
devem ser eficientes para proteger contra o vírus da gripe aviária.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">III - Os vírus com genomas de RNA são conhecidos
como retrovírus e, por se integrarem ao genoma da célula hospedeira, não há
como controlá-los.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Está correto o que se afirma em</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(A )II, somente.<span style="mso-tab-count: 4;"> </span>(B
)I e II, somente.<span style="mso-tab-count: 3;"> </span>(C
)I e III, somente.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(D )II e III, somente.<span style="mso-tab-count: 3;"> </span>(E )I, II e III.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">04</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) Estima-se que haja atualmente no mundo 40 milhões
de pessoas infectadas pelo HIV (o vírus que causa a AIDS), sendo que as taxas
de novas infecções continuam crescendo, principalmente na África, Ásia e
Rússia. Nesse cenário de pandemia, uma vacina contra o HIV teria imenso
impacto, pois salvaria milhões de vidas. Certamente seria um marco na história
planetária e também uma esperança para as populações carentes de tratamento
antiviral e de acompanhamento médico.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">TANURI, A.; FERREIRA JUNIOR, O. C. Vacina contra
Aids: desafios e esperanças. Ciência Hoje (44) 26, 2009 (adaptado).</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Uma vacina eficiente contra o HIV deveria:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) induzir a imunidade, para proteger o organismo
da contaminação viral.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) ser capaz de alterar o genoma do organismo
portador, induzindo a síntese de enzimas protetoras.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) produzir antígenos capazes de se ligarem ao
vírus, impedindo que este entre nas células do organismo humano.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) ser amplamente aplicada em animais, visto que
esses são os principais transmissores do vírus para os seres humanos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) estimular a imunidade, minimizando a transmissão
do vírus por gotículas de saliva</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">05)</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> (Fei)
Entre as doenças a seguir citadas, assinale aquela que não é causada por vírus:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) gripe<span style="mso-tab-count: 2;"> </span>b)
caxumba<span style="mso-tab-count: 2;"> </span>c) botulismo<span style="mso-tab-count: 2;"> </span>d) varíola<span style="mso-tab-count: 2;"> </span>e) AIDS</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">06</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) Hoje
em dia mais de 40 milhões de indivíduos estão infectados com HIV, causador da
AIDS (síndrome da imunodeficiência adquirida). </span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Esquema da evolução temporal dos estágios da AIDS
após a infecção de um indivíduo, no tempo zero.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><img alt="" 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<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Analise as afirmações abaixo.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">I - Os sintomas de imunodeficiência da AIDS ocorrem
quando a carga viral é muito alta, o que corresponde às fases A e C da figura.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">II - Após a redução do sistema imunológico, fase C,
pode ocorrer infecção por agentes biológicos oportunistas.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">III - O vírus HIV permanece com alta taxa de
replicação todo o tempo após a infecção, mas é controlado pelo sistema imune,
exceto na fase C.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Estão corretas</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(A )I, II e III.<span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 1;"> </span>(B )II e III, somente.<span style="mso-tab-count: 2;"> <span style="font-family: "lucida bright" , "serif";">(</span></span>C )I e II, somente.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(D )III, somente.<span style="mso-tab-count: 2;"> </span><span style="mso-tab-count: 1;"> </span>(E )II, somente.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">07</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) (Ufpr) Na questão adiante, dê como resposta a
soma dos itens corretos.<br />
"Um novo coquetel de drogas anima os cientistas a falarem no fim da AIDS
como doença fatal: O AZT e um inibidor de transcriptase reversa inibem a
reprodução do vírus em seu estágio inicial (...). Os vírus que escapam são
atacados por um inibidor de protease (...). Como resultado, poucos
vírus conseguem reproduzir-se (...). O vírus HIV é uma peste microscópica
que contém apenas nove gens e mesmo assim se vinha impondo contra o
complexo organismo humano e seus 100.000 orgulhosos genes." (Veja,
10/07/1996) A nova multiterapia combinada para o tratamento dessa terrível
doença é resultado do trabalho dos pesquisadores americanos David Ho e Roy
Gulick e está amparada em conhecimentos sobre vírus e Biologia Celular e
em avanços na área farmacêutica. Sobre o tema anterior enfocado, é correto
afirmar:<br />
(01) Como os demais vírus, o vírus da imunodeficiência humana, HIV, é um
parasita intracelular obrigatório.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(02) Transcriptase reversa e protease são
substâncias especiais, denominadas enzimas, compostos químicos do grupo dos
carboidratos, importantes para o metabolismo viral.<br />
(04) Transcriptase reversa e protease são enzimas que permitem a realização de
etapas importantes na multiplicação do HIV.<br />
(08) Inibidores são substâncias que, ao bloquearem as ações das enzimas
transcriptase reversa e protease, impedem a multiplicação do HIV.<br />
(16) O ácido nucléico viral é uma molécula reduzidíssima quando comparada com a
molécula do ácido nucléico das células humanas.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(32) O genoma (ou material genético) é sempre
constituído por DNA, independente de ser vírus ou células.<br />
</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Soma:
_________</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">08</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) (Ufc) Na questão
adiante, dê como resposta a soma dos itens corretos. Uma das estratégias
mais eficientes que os órgãos de saúde dispõem no combate às
doenças infecciosas é a prevenção através da vacinação em massa da
população. Esse combate só é possível quando se conhece o agente causal da
doença. Dentre as doenças ocasionadas por VÍRUS, podemos relacionar as
seguintes:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(01)
Poliomielite.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(02)
Raiva ou hidrofobia.<br />
(04) Cólera.<br />
(08) Meningite meningocócica.<br />
(16) Gonorréia.<br />
Soma: ________</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">09</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) (Cesgranrio)
"Medicina do futuro recruta vírus "bonzinhos" para vencer câncer
e AIDS através de batalhas genéticas." Utilizando vírus inofensivos como
vetores de genes, cientistas estão colocando, nas células dos pacientes, o
material genético que os médicos desejam. (Folha de São Paulo-dez/92). Tal
técnica é possível, pois, na célula hospedeira, o DNA do vírus:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a)
inativa as diferentes funções vitais.<br />
b) inibe a respiração celular.<br />
c) induz uma mensagem deletéria.<br />
d) estimula a duplicação do DNA celular.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e)
comanda a produção de proteínas.<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">10) </span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(Ufv)
Impressionados com a notícia do poder arrasador com que o vírus Ebola vem
dizimando certa população na África, alguns alunos de um colégio sugeriram
medidas radicais para combater o vírus desta terrível doença. Considerando-se
que este agente infeccioso apresenta características típicas dos demais vírus,
assinale a alternativa que contenha a sugestão mais razoável:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) descobrir urgentemente um potente antibiótico
que possa destruir a sua membrana nuclear.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) alterar o mecanismo enzimático mitocondrial para
impedir o seu processo respiratório.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) injetar nas pessoas contaminadas uma dose maciça
de bacteriófagos para fagocitar o vírus.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) cultivar o vírus "in vitro",
semelhante à cultura de bactérias, para tentar descobrir uma vacina.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) impedir, de alguma maneira, a replicação da molécula
de ácido nucléico do vírus.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">11) </span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(Fatec)
Os vírus são minúsculos "piratas" biológicos porque invadem as
células, saqueiam seus nutrientes e utilizam as reações químicas das mesmas
para se reproduzir. Logo em seguida os descendentes dos invasores transmitem-se
a outras células, provocando danos devastadores. A estes danos, dá-se o nome de
virose, como a raiva, a dengue hemorrágica, o sarampo, a gripe, etc.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(Texto modificado do livro "PIRATAS DA CÉLULA",
de Andrew Scott.)</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">De acordo com o texto, é correto afirmar:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) Os vírus utilizam o seu próprio metabolismo para
destruir células, causando viroses.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) Os vírus utilizam o DNA da célula hospedeira
para produzir outros vírus.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) Os vírus não tem metabolismo próprio.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) As viroses resultam sempre das modificações genéticas
da célula hospedeira.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) As viroses são transcrições genéticas induzidas pelos
vírus que degeneram a cromatina na célula hospedeira.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">12) </span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(Unesp)
Os vírus são organismos obrigatoriamente parasitas, uma vez que só se reproduzem
quando no interior de seus hospedeiros. Sobre os vírus, é correto afirmar que</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) apresentam características fundamentais dos
seres vivos: estrutura celular, reprodução e mutação.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) são seres maiores que as bactérias, pois não atravessam
filtros que permitem a passagem de bactérias.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) são formados por uma carapaça protéica envolvendo
o retículo rugoso com ribossomos utilizados na síntese de sua carapaça.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) são todos parasitas animais, pois não atacam células
vegetais.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) podem desempenhar funções semelhantes aos antibióticos,
ocasionando "o lise bacteriano", e impedir a reprodução das
bactérias.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">13) </span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">(Puccamp)
A pessoa infectada pelo vírus da AIDS apresenta queda acentuada de imunidade
devido à redução do número de</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) neutrófilos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) macrófagos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) linfócitos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) monócitos.</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) hemácias.</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">14</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) (Fei)
A História registra fatos dramáticos ocorridos com a propagação mundial da
gripe espanhola, em 1919, quando morreram milhões de pessoas em todos os
continentes. Essa doença pode ser classificada como:</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">a) epidemia</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">b) endemia</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">c) de caso esporádico</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">d) congênita</span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">e) pandemia</span></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">15</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">) Vários
microrganismos podem ser cultivados em laboratório, em condições especiais
denominadas “meio de cultura”, isto é, um meio (sólido ou líquido) contendo os
nutrientes (açúcares, gordura, proteínas, etc.) adequados ao microrganismo, que
se multiplica e pode ser estudado. </span></div>
<div class="MsoNoSpacing">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">RESPONDA:
Por que essa técnica não funciona no caso dos vírus? Explique.</span></div>
<br />
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</div>
<div class="MsoNoSpacing" style="text-align: right;">
<span style="color: red;"><b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><br /></span></b></span></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: right;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="color: red;"><b>Trabalho poderá ser realizado em dupla.</b></span> </span></div>
<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-7140267943398210382017-04-09T22:03:00.001-04:002017-04-09T22:03:42.397-04:00EPIDEMIA, ENDEMIA, PANDEMIA.<!--[if gte mso 9]><xml>
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<br /></div>
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<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os termos epidemia e endemia são dos mais antigos em medicina. (Joffre Marcondes
de Rezende)</span></div>
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<br /></div>
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transmissível que ocorre numa comunidade ou região e pode se espalhar
rapidamente entre as pessoas de outras regiões, originando um surto epidêmico. Caracteriza-se
pela incidência, em curto período de tempo, de grande número de casos de uma
doença, ou seja, o elevado número de casos novos e rápida difusão.</span></div>
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<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Com o tempo e um ambiente estável a ocorrência de doença
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<br /></div>
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<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;">OBS: Surto é uma
ocorrência epidêmica restrita a um espaço extremamente delimitado. Ex.:
colégio, prédio.</span></div>
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<br /></div>
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<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;">É uma doença localizada
em um espaço limitado denominado faixa endêmica. Traduz-se pelo aparecimento de
menor número de casos ao longo do tempo, porém com uma duração continua. Logo,
o que define o caráter endêmico de uma doença é o fato de ser a mesma peculiar
a um povo, país ou região, isto é, ocorre apenas em um determinado local, não
atingindo nem se espalhando para outros.</span></div>
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endêmicas no Brasil: febre amarela comum Amazônia.</span></div>
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<br /></div>
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grandes proporções, podendo se espalhar por um ou mais continentes ou por todo
o mundo, causando inúmeras mortes ou destruindo cidades e regiões inteiras. Os critérios
de definição de uma pandemia são que a doença ou condição além de se espalhar
ou matar um grande número de pessoas, deve ser infecciosa.</span></div>
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<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>O câncer (responsável por inúmeras mortes) não é considerado
uma pandemia porque não uma é doença infecciosa, ou seja, não é transmissível.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;">Exemplo de pandemias:
AIDS, tuberculose, gripe espanhola, peste.</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;">Filmes sobre o tema:</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<strong><span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Epidemia</span></strong><span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;"> <em><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">(1994)</span></em> – África. Um vírus
desconhecido extermina a população e os animais de uma pequena tribo.
Convocados pelo exército americano para investigar a situação, o Dr. Sam
Daniels e sua equipe estão frente a frente com uma nova e perigosa doença.
Estados Unidos. Um macaco, portador do vírus, é contrabandeado para a pequena
cidade de Cedar Creek e contaminam o jovem Jimbo. Em pouco tempo, a doença
começa a mostrar sinais de que está se espalhando a uma velocidade assustadora.
Ao lado de sua ex-mulher, Dra. Robby Keough, Daniels luta contra o tempo para
descobrir um antídoto enfrentando a resistência do General Billy Ford, e as
tropas armadas de McClintock que invadiram a cidade para esconder um terrível
segredo militar.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<strong><span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Contágio</span></strong><span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;"> <em><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">(2011)</span></em> – Contágio segue o rápido
progresso de um vírus letal, transmissível pelo ar, que mata em poucos dias.
Como a epidemia se espalha rapidamente, a comunidade médica mundial inicia uma
corrida para encontrar a cura e controlar o pânico que se espalha mais rápido
do que o próprio vírus. Ao mesmo tempo, pessoas comuns lutam para sobreviver em
uma sociedade que está desmoronando.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<strong><span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Eu Sou a Lenda</span></strong><span style="font-family: "Lucida Bright","serif"; font-size: 12.0pt; line-height: 115%;"> <em><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">(2007)</span></em> – Um terrível vírus
incurável, criado pelo homem, dizimou a população de Nova York. Robert Neville
(Will Smith) é um cientista brilhante que, sem saber como, tornou-se imune ao
vírus. Há 3 anos ele percorre a cidade enviando mensagens de rádio, na
esperança de encontrar algum sobrevivente. Robert é sempre acompanhado por
vítimas mutantes do vírus, que aguardam o momento certo para atacá-lo.
Paralelamente ele realiza testes com seu próprio sangue, buscando encontrar um
meio de reverter os efeitos do vírus.</span></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-62885426703834335072017-04-09T21:03:00.001-04:002017-04-09T21:07:22.302-04:00SORO x VACINA<br />
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<h1 style="margin: .75pt;">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt; line-height: 115%;">Soro x Vacina</span></h1>
<h1 style="margin: .75pt;">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt; line-height: 115%;"> </span></h1>
<div class="MsoNormal">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt; line-height: 115%;">Os dois agem como imunizadores, mas são usados
em diferentes situações.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<b><span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;">Soros</span></b><span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;"> e <b>vacinas</b> são preparados que têm o objetivo de proteger o corpo
contra o ataque de agentes invasores causadores de doenças (microrganismos ou
substâncias tóxicas), denominados, de forma geral, de <span style="mso-bidi-font-weight: bold;">antígenos</span>. O processo de combate a estes agentes é chamado de <span style="mso-bidi-font-weight: bold;">imunização</span>, que ocorre através de
substâncias chamadas <span style="mso-bidi-font-weight: bold;">anticorpos</span>.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;">As vacinas
contêm <span style="mso-bidi-font-weight: bold;">antígenos inativados </span>ou <span style="mso-bidi-font-weight: bold;">atenuados</span>, que atuam estimulando o
corpo a produzir uma <span style="mso-bidi-font-weight: bold;">resposta imune
específica</span>, de acordo com o agente invasor. Elas estimulam a produção de
anticorpos e esses, atuam no combate e na eliminação dos microrganismos
invasores. Então, a vacina atua como uma medida <u>preventiva</u> para evitar
certas doenças, o que é considerado <span style="mso-bidi-font-weight: bold;">imunização
ativa</span>.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;">O soro são
substâncias que contém anticorpos prontos para combater uma doença, toxinas ou
venenos (de cobra, por exemplo). Ele é utilizado em casos em que o organismo
não conseguiria produzir anticorpos específicos a tempo de combater o agente
invasor. Eles atuam como medidas curativas, o que é considerado <b>imunização
passiva</b>.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;"><img alt="Descrição: https://t.dynad.net/pc/?dc=5550001577;ord=1491784668692" height="1" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png" width="1" /></span><span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;">Normalmente,
os soros são específicos para cada doença e tipo de veneno ou toxina. Para a
sua produção é preciso extrair o veneno do animal ou as toxinas para as quais
queiram produzir anticorpos de combate. Depois que a substância é extraída ela
é injetada em cavalos para que eles produzam os anticorpos específicos para
esse veneno. Quando é produzida a quantidade desejada de anticorpos, retira-se
sangue do animal e então os anticorpos são extraídos.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "baskerville old face" , "serif"; font-size: 12.0pt;">Os soros
podem ser utilizados no tratamento de picada de animais venenosos ou então para
neutralizar substâncias tóxicas que causam doenças como raiva, tétano e
difteria.</span></div>
<div class="MsoNormal">
<br /></div>
<div style="text-align: center;">
<b><span style="font-family: "baskerville old face" , "serif";">Diferenças
entre a vacina e o soro</span></b></div>
<b><span style="font-family: "baskerville old face" , "serif";">Vacina:</span></b><br />
<b><span style="font-family: "baskerville old face" , "serif"; font-weight: normal;">Contém agentes infecciosos inativados ou
produtos deles que induzem a produção de anticorpos pelo próprio organismos da
pessoa vacinada;</span></b><br />
<b><span style="font-family: "baskerville old face" , "serif"; font-weight: normal;">Tem poder preventivo;</span></b><br />
<b><span style="font-family: "baskerville old face" , "serif"; font-weight: normal;">A grande maioria desencadeia imunidade duradoura;</span></b><br />
<br />
<b><span style="font-family: "baskerville old face" , "serif";">Soro:</span></b><br />
<b><span style="font-family: "baskerville old face" , "serif"; font-weight: normal;">Contem os anticorpos necessários para
combater determinada doença ou intoxicação;</span></b><br />
<b><span style="font-family: "baskerville old face" , "serif"; font-weight: normal;">Tem poder curativo;</span></b><br />
<b><span style="font-family: "baskerville old face" , "serif"; font-weight: normal;">Desencadeia imunidade temporária;</span></b><br />
<br />
<div style="text-align: center;">
<b><span style="font-family: "baskerville old face" , "serif";">Aplicação e
tipos de soros</span></b></div>
<span style="font-family: "baskerville old face" , "serif";">O Instituto
Butantan é responsável por cerca de 80% dos soros e vacinas utilizados hoje no
Brasil. Veja abaixo alguns soros produzidos pelo Instituto e distribuídos pelo
Ministério da Saúde a todo o país.</span><br />
<span style="font-family: "baskerville old face" , "serif";">Antibotrópico -
para acidentes com jararaca, jararacuçu, urutu, caiçaca, cotiara.<br />
Anticrotálico - para acidentes com cascavel.<br />
Antilaquético - para acidentes com surucucu.<br />
Antielapídico - para acidentes com coral.<br />
Antibotrópico - laguético - para acidentes com jararaca, jararacuçu, urutu,
caiçaca, cotiara ou surucucu.<br />
Antiaracnidico - para acidentes com aranhas do gênero Phoneutria (armadeira),
Loxosceles (aranha marrom) e escorpiões brasileiros do gênero Tityus.<br />
Antiescorpiónico - para acidentes com escorpiões brasileiros do gêneroTityus.<br />
Anilonomia - para acidentes com taturanas do gênero Lonomia.<br />
Anti-tetânico - para o tratamento do tétano.<br />
Anfi-rábico - para o tratamento da raiva.<br />
Antifidiftérico - para tratamento da difteria.<br />
Anti-botulínico "A" - para tratamento do botulismo do tipo A.<br />
Anti-botulínico "B" - para tratamento do botulismo do tipo B. <br />
Anti-botulínico "ABE" - para tratamento de botulismo dos tipos A B e
E.<br />
Anti-timocitário - usado para reduzir as possibilidades de rejeição de certos
órgãos transplantados. </span><br />
<br />
Reportagem:<br />
<a href="http://www1.folha.uol.com.br/equilibrioesaude/2016/04/1758728-soro-brasileiro-antiveneno-de-abelha-sera-testado-em-humanos.shtml" target="_blank">soro-brasileiro-antiveneno-de-abelha</a><br />
<br />
<span style="font-family: "baskerville old face" , "serif";">Vídeo aula:</span><br />
<span style="font-family: "baskerville old face" , "serif";"><a href="https://www.youtube.com/watch?v=KwJsEnIMPj0" target="_blank">jubilut </a> </span><br />
<span style="font-family: "baskerville old face" , "serif";"><a href="https://www.youtube.com/watch?v=JNBOz2-gyXQ" target="_blank">kennedy</a> </span><br />
<br />
<span style="font-family: "baskerville old face" , "serif";">http://escolakids.uol.com.br/soros-e-vacinas.htm</span><br />
<span style="font-family: "baskerville old face" , "serif";">http://www.unimed.coop.br/pct/index.jsp?cd_canal=34367&cd_secao=34474&cd_materia=37321</span><br />
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-18743505895552273972017-04-09T20:39:00.000-04:002017-04-19T12:02:47.302-04:00Vírus - 2° ano<!--[if gte mso 9]><xml>
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<br />
<h2 class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 20.0pt; line-height: 115%;">Os vírus</span></b></h2>
<div class="MsoNormal">
<span style="clear: right; float: right; font-size: 20pt; line-height: 115%; margin-bottom: 1em; margin-left: 1em;"><img alt="The Astounding And Horrific World As Seen Under A Microscope: " class="pinImage rounded" data-load-state="pending" data-src="https://s-media-cache-ak0.pinimg.com/564x/7b/ff/df/7bffdf870dca68f4101caab7d17f37a0.jpg" height="320" src="https://s-media-cache-ak0.pinimg.com/564x/7b/ff/df/7bffdf870dca68f4101caab7d17f37a0.jpg" width="201" /> </span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="line-height: 115%;">Características:</span></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<ul>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Acelulares;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Sem metabolismo;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Podem cristalizar fora da célula;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Formados basicamente por nucleoproteínas (proteínas
+ ácido nucleico);</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Seu material genético (DNA ou RNA) é capaz de
sofrer mutação;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Reproduzem no interior da célula hospedeira;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Parasitas intracelulares obrigatórios;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>17 nm – 300 nm;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Possuem morfologia diversificada;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Fora da célula é chamado vírion;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Resistente a antibióticos; </span></span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<br />
<h4 style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;"><b>Estrutura dos Vírus</b></span></span></span></h4>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;"><b> </b></span></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;">Os vírus são menores que as menores células conhecidas, sendo visíveis apenas ao microscópio eletrônico.</span></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;">Eles podem ter formas variadas, mas o ácido nucléico sempre se apresenta envolto por uma ou mais cápsulas protéicas, denominadas<b> capsídeos</b>.
As proteínas que compõem o capsídeo são específicas para cada tipo de
vírus. O conjunto formando pelo capsídeo e o ácido nucléico que ele
envolve recebe o nome de <b>nucleocapsídeo</b>.</span></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;">Alguns vírus
são formados somente pelo nucleocapídeo, ou seja, contêm apenas o ácido
nucléico envolto pela capsula protéica. Outros possuem também um <b>envoltório</b> ou <b>envelope</b> externo ao nucleocapsídeo, sendo denominados vírus <b>capsulados </b>ou <b>envelopados</b>.</span></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;"> O envelope
externo consiste principalmente de moléculas de proteína virais,
específicas para cada tipo de vírus, imersas numa bicamada lipídica
derivada da membrana plasmática da célula hospedeira.</span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;"> </span><img alt="" class="alignnone size-full wp-image-21" data-attachment-id="21" data-comments-opened="1" data-image-description="" data-image-meta="{"aperture":"0","credit":"","camera":"","caption":"","created_timestamp":"0","copyright":"","focal_length":"0","iso":"0","shutter_speed":"0","title":""}" data-image-title="ESTRUTURA DOS VÍRUS" data-large-file="https://anaemaurobioifes.files.wordpress.com/2011/02/estrutura1.jpg?w=530?w=530" data-medium-file="https://anaemaurobioifes.files.wordpress.com/2011/02/estrutura1.jpg?w=530?w=300" data-orig-file="https://anaemaurobioifes.files.wordpress.com/2011/02/estrutura1.jpg?w=530" data-orig-size="571,447" data-permalink="https://anaemaurobioifes.wordpress.com/2011/02/13/virus/estrutura-2/" src="https://anaemaurobioifes.files.wordpress.com/2011/02/estrutura1.jpg?w=530" title="ESTRUTURA DOS VÍRUS" /></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><b><span style="line-height: 115%;">Ciclos:</span></b></span></span></div>
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><b>01-<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>Ciclo lítico – destruidor</b></span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Ciclo reprodutivo em que a célula hospedeira é rompida;</span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">DNA viral se apossa de todo o sistema celular bacteriano, e
passa a funcionar única e exclusivamente na produção de novo vírus.</span></span></div>
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><b>02-<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>Ciclo lisogênico – incorporador</b></span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">O vírus incorpora o material genético dentro da célula sem
rompê-la;</span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">DNA viral se incorpora no DNA bacteriano e se comporta como
se fosse parte integrante dele.</span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Não interfere no metabolismo da célula.</span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Prófago: parte do material genético viral que é copiado e
transmitido as células – filhas (vírus inativo)</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><b>Mecanismos de
infecção (bacteriófago):</b></span></span></div>
<br />
<ol>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Absorção: fixação do fago na parede celular
bacteriana;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Penetração: ativação de enzimas para enfraquecer
a parede;</span></span></li>
<li><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Injeção: introdução do DNA viral.</span></span></li>
</ol>
<br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><b>Reprodução: </b></span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Só ocorre no interior de uma célula hospedeira, utilizando
todo o maquinário metabólico.</span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Etapas: </span></span></div>
<br />
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">1.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Duplicação do material genético viral;<br />2.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Síntese de proteínas do capsídeo;<br />3.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Montagem de novas partículas virais.</span></span><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><b>Viroses:</b></span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><span style="color: black;">Uma virose se inicia com um agente etiológico,
que é o nome dado ao agente que causa à doença, no caso, o agente
etiológico seria o vírus; mas para que esse vírus se prolifere, é
necessário, na maioria das vezes, um vetor, que será o “transporte” para o vírus. Tal vetor pode ser animado ou inanimado e é ele quem fará com que ocorra a contaminação.</span><b> </b></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"> 01-<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span><u>Transmitidas pelo ar</u>: </span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Em partículas em suspensão (saliva, secreção nasais...);</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Contaminação se dá pelas vias respiratórias;</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Ex: caxumba, sarampo, poliomielite, ebola, rubéola;</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"> 02-<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span><u>Transmitidas pela água e alimentos</u>:</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Ex: hepatite A, rotavírus</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"> 03-<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span><u>Transmitidas por animais</u>:</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Ex: dengue, febre amarela, raiva</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoListParagraph" style="text-indent: -18pt;">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"> 04-<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span><u>Doenças sexualmente transmitidas</u>:</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Ex: herpes oral ou genital (latente no tecido), HPV, HIV,</span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Vídeos aulas:</span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><a href="https://www.youtube.com/watch?v=sqsNVBv_dPs&t=1008s" target="_blank">kennedy I</a> </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"> </span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><a href="https://www.youtube.com/watch?v=55BCWNAVuFw" target="_blank">jubilut </a> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">Slides:</span></span></div>
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<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><a href="https://pt.slideshare.net/guest900530/v-rus-08032010" target="_blank">vírus I</a> </span></span></div>
<div class="MsoNormal">
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;"><a href="https://anaemaurobioifes.wordpress.com/2011/02/13/virus/" target="_blank">virus II</a></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-34513050342496916552017-03-31T21:13:00.004-04:002017-03-31T21:13:51.721-04:00A origem da vida na Terra - 1° ano F e G<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Cap.
23 – Origem da Vida na Terra</span></b></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="13" /><span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Hipóteses
sobre a origem da vida:</span></b></div>
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<br /></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Criacionista ou fixista:</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Esta
relacionada à criação divina;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Os
seres “criados” não sofreram mudanças ao longo dos tempos (fixo).</span></div>
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<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Origem Extraterrestre ou
Panspermia:</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Propõem
que a vida se originou fora da Terra e chegou ao nosso planeta trazido por
meteoros vindos do espaço.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Contra
essa teoria é que os meteoritos ao entrarem em alta velocidade na atmosfera
sofrem intenso aquecimento devido ao atrito com o ar e seriam fragmentados.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto; mso-list: l1 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Origem por Evolução Química:</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">A
origem por evolução química é a ideia mais aceita atualmente.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">A
origem por evolução química é reforçada por dados da química, biologia e
geologia.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Essa
teoria pode ser reproduzida em laboratório.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto; mso-list: l1 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Abiogênese ou geração espontânea:</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Os
seres vivos podiam surgir por outros mecanismos além da reprodução. </span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">A
vida surgia da matéria inanimada + principio ativo do ar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Principais defensores:
Aristóteles; René Descartes; Van Helmont; Paracelso; Newton; Needham e Leeuwenhoek.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A construção do microscópio
e a descoberta dos microrganismos foram fortes argumentos a favor da geração espontânea.</span></div>
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<span style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Experiência
da abiogênese:</span></u></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A crença que a vida poderia surgir através da
matéria bruta era tão grande que, muitos defensores da abiogênese apresentavam
experimentos para conseguir a geração espontânea de alguns seres vivos. O
médico belga Von Helmut (1577-1644) tinha uma receita para a obtenção de ratos:
“ Enche se de trigo e fermento um vaso, que é fechado com uma camisa suja, de
preferência de mulher. Um fermento vindo da camisa, transformado pelo odor dos
grãos, transforma em ratos o próprio trigo”. (Sonia Lopes. BIO v.1. Ed Saraiva)</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 2.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto; mso-list: l1 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Biogênese:</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">É
a teoria que acredita que seres vivos surgem somente pela reprodução de seres
da sua própria espécie.</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 2.0pt; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Acredita-se
que a “vida só existe a partir de outra vida pre-existente”.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Defensores
importantes da Biogênese: </span><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-TRAD;">Francesco
Redi; Joblot; Spallanzani e </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pasteur.</span></div>
<div class="MsoListParagraph" style="margin-bottom: 2.0pt; margin-left: 49.65pt; margin-right: -6.55pt; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: 0cm;">
<span style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Experiência
de biogênese: </span></u></b></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Experimento de Joblot:</span></b></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">O francês Louis Joblot,
para testar a hipótese da geração espontânea realizou um experimento onde foram
fervidos caldos nutritivos preparados a base de carne e repartiu-o em duas
séries de frascos esterilizados, onde alguns ficaram abertos e outros fechados.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Após alguns dias os
frascos fechados continuaram estéreis e os abertos repletos de organismos,
provando assim que os microrganismos eram oriundos do ar atmosférico.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Experimento de Needham:</span></b></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Needham caldos
nutritivos em diversos frascos e ferveu por apenas 30 minutos enrolhando-os
posteriormente. Depois de alguns dias os caldos estavam repletos de
microorganismos.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Desta forma, os seres
só poderiam ter se originado por meio de geração espontânea.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-TRAD;">Experimento de Spallanzani:</span></b></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">O
pesquisador italiano Lazzaro Spallazani realizou o mesmo experimento de
Needham, mas obteve resultado diferente, pós ele assegurou que os caldos
estavam bem fervidos, e muito bem arrolhados.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Desta forma, mesmo
passados alguns dias os caldos continuavam sem a presença de nenhum microrganismo.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pasteur
e o fim da Abiogênese:</span></b></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pasteur
pós um fim a teoria da geração espontânea com um simples experimento denominado
de “Pescoço de cisne” onde, eram colocados caldos nutritivos em frascos de
vidros, e amolecendo seus gargalos com o fogo eles eram esticados e curvados
tomando a forma de um pescoço de um cisne.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">À
medida que os frascos esfriavam, o ar do exterior penetrava pelo gargalo e
essas partículas eram retidas na parede do longo pescoço funcionando como um
filtro, deixando o liquido no interior do frasco ausente de microrganismos.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 0cm; margin-right: -6.55pt; margin-top: 0cm; text-align: justify; text-indent: 9.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pasteur
acreditava que as bactérias eu decompõem a matéria não surgem destas
substancias espontaneamente, mas sim já existem no ar.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Assim a teoria da
Abiogênese desmistificada, sabendo-se que a vida só poderia ser originada por
meio de outra vida.</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt; margin-left: 9.0pt; margin-right: -6.55pt; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 2.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="13" /><span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">As
condições primitivas da terra - Hipóteses de Oparin e Haldane:</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">As
condições primitivas da Terra foram determinantes para o surgimento da vida
segundo a teoria da evolução química.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Oparin: a vida poderia ter surgido da matéria
sem vida ao longo de um grande período de tempo.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 2.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Segundo
Oparin, atmosfera primitiva era diferente da atual e era composta por: <span style="mso-bidi-font-weight: bold;">Metano CH<sub>4</sub>; Amônia NH<sub>3</sub>;
Hidrogênio H<sub>2</sub> e Vapor de H<sub>2</sub>O.</span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 2.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Não
havia Oxigênio O<sub>2</sub> e nem Nitrogênio N<sub>2.</sub></span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Acredita-se que a formação das
primeiras moléculas orgânicas como os aminoácidos, e açúcares devem se ao fato
de raios e trovões que são descargas elétricas associados aos raios
ultravioletas emitidos pelo sol, tenha destruído as ligações químicas dos gases
primitivos, e forneciam energia suficiente para que outras substâncias fossem
formadas a partir dessa reação de quebra de ligação dos gases.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Oparin, as proteínas sob certas
condições se agrupam formando o que denominamos Coacervados. Para ele, alguns
destes coacervados teriam englobado moléculas de ácido nucléico (responsável
pela hereditariedade) no seu interior e também proteínas enzimáticas e aderindo
a moléculas de gordura que formasse uma camada de proteção. Teríamos então um ser
vivo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 2.0pt;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: 2.0pt; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Experiência de Miller e Fox:</span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Na década de 1950,
Miller fez um experimento que demonstrasse as condições primitivas da Terra. Em
um aparelho fechado colocou <span style="mso-bidi-font-weight: bold;">Metano CH<sub>4</sub>;
Amônia NH<sub>3</sub>; Hidrogênio H<sub>2</sub> e Vapor de H<sub>2</sub>O. A
mistura foi submetida a descargas elétricas continuas por uma semana. No final,
a mistura continha moléculas orgânicas como os aminoácidos.</span></span></div>
<div class="MsoListParagraph" style="margin-bottom: 2.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="13" /><span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Esse experimento hoje tem apenas valor
histórico, pois segundo autores a atmosfera da Terra era constituída por 80% de
CO<sub>2</sub>, 10 % de <span style="mso-bidi-font-weight: bold;">CH<sub>4</sub>;
5% de CO e 5% de N<sub>3</sub>.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;"><img alt="*" height="13" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="13" /><span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os Primeiros Seres Vivos</span></b></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Hipótese Heterotrófica</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os
primeiros seres vivos da Terra viviam na água, eram unicelulares, heterotróficos
e alimentavam-se de substâncias existentes nos oceanos, como os açucares. E
para degradar o alimento a fim de obter a energia utilizavam a FERMENTAÇÂO, que
degrada o alimento sem a utilização do oxigênio, que é também um processo ANAERÓBIO,
pois é feito na ausência de oxigênio.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Hipótese Autotrófica</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Com o
passar do tempo, o número desses seres primitivos aumentou muito. Os alimentos
existentes nos oceanos foram lentamente se tornando insuficiente para todos. Começou
a haver competição pelo alimento, e alguns destes seres vivos, por acaso desenvolveram
mecanismos alternativos de obtenção de nutrientes, tornando-os um pouco mais
independente dos alimentos que eram dissolvidos nos oceanos. Estes seres provavelmente
conseguiram sintetizar seu próprio alimento a partir de materiais simples e abundantes
no meio como água e gás carbônico. Para unir estas moléculas simples, não orgânicas
e formar moléculas mais complexas (orgânicas) devem ter utilizado a luz do sol,
e justamente por terem desenvolvidos mecanismos mais sofisticados (pigmentos
como a clorofila) e realizaram a fotossíntese. Surgiram então os primeiros
seres autotróficos, que produziam o alimento necessário para manter a vida na
Terra.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://cursoaprovacao.com.br/scasat/arquivos/20100901143120_Apostila_Enem_Biologia_Oromar_01.pdf" target="_blank">cursoaprovacao_Apostila_Enem_Biologia</a> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">vídeos: </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="https://www.youtube.com/watch?v=HJOXcIqNfCE" target="_blank">a vida em 01 minuto</a> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="https://www.youtube.com/watch?v=Nu6WMxJNDEo" target="_blank">hipoteses sobre a origem da vida</a> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
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<br /></div>
<div class="MsoNormal" style="margin-bottom: 2.0pt;">
<br /></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-21400057819295329822017-03-13T09:58:00.001-04:002017-03-13T09:58:32.841-04:003° ano - Introdução ao Estudo da Genética<!--[if !mso]>
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<span style="font-family: "Lucida Bright","serif";">A <b style="mso-bidi-font-weight: normal;">Genética</b> é a parte da Biologia que
estuda as leis da hereditariedade, ou seja, estuda como as informações contidas
nos genes são transmitidas de pais para filhos através das gerações. A Genética
desenvolveu-se de maneira expressiva apenas no século XX.<span style="mso-spacerun: yes;"> </span>Conceitos fundamentais:</span></div>
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<u><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Hereditariedade</span></u><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> – é quando um caráter é
transmitido geneticamente dos ascendentes para os descendentes.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Caráter</span></u><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> – o aspecto morfológico ou fisiológico de um ser
vivo, pode ser:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">•Hereditário: transmitido através dos genes. Ex.:
Daltonismo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">• Adquirido: adquirido após o nascimento. Ex.:
Cegueira acidental.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">• Congênito: adquirido ainda no útero materno. Ex.:
defeitos ocasionados por rubéola materna.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Cariótipo</span></u><span style="font-family: "Lucida Bright","serif";"> – Dá-se o nome de cariótipo ao
conjunto de cromossomos da célula, considerando o número de cromossomos, sua
forma e tamanho e a posição do centrômero. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Cromossomos</span></u><span style="font-family: "Lucida Bright","serif";"> – Filamentos de DNA, RNA e
proteínas (histona) que encerram um conjunto de genes. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Cromossomos
homólogos</span></u><span style="font-family: "Lucida Bright","serif";"> – São
cromossomos que formam pares e são idênticos na forma (encontrados nas células
diploides); encerram genes que determinam os mesmo caracteres. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Dominante</span></u><span style="font-family: "Lucida Bright","serif";"> – Um gene é dito dominante quando,
mesmo estando presente em dose simples no genótipo, determina o fenótipo. O
gene dominante se manifesta tanto em homozigose, quanto em heterozigose. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Fenocópias</span></u><span style="font-family: "Lucida Bright","serif";"> – Existem determinados indivíduos
que apresentam características fenotípicas não hereditárias, que são produzidas
por influência do meio ambiente, imitando um mutante. Ex.: nanismo hipofisário
– provocado por função deficiente da glândula hipófise – simulando o nanismo
acondroplásico – determinado por genes dominantes e transmissíveis aos
descendentes. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Fenótipo</span></u><span style="font-family: "Lucida Bright","serif";"> – É a expressão exterior
(observável/ físico) do genótipo mais a ação do meio ambiente. Muitas vezes a
influência ambiental provoca manifestações de fenótipo diferentes do programado
pelo genótipo. Nem todos os fenótipos são observáveis; existem exceções, como
no caso dos grupos sanguíneos. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Gene</span></u><span style="font-family: "Lucida Bright","serif";"> – É um segmento de molécula de
DNA, responsável pela determinação de características hereditárias, e está
presente em todas as células de um organismo.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Genes alelos</span></u><span style="font-family: "Lucida Bright","serif";"> – São genes que ocupam o mesmo
locus (lugar) em cromossomos homólogos. Estes genes atuam sobre as mesmas
características, podendo ou não determinar o mesmo aspecto. Ex.: um animal pode
ter um dos alelos que determina a cor castanha do olho e o outro que determina
a cor azul do olho. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Genoma</span></u><span style="font-family: "Lucida Bright","serif";"> – conjunto completo de cromossomos
(n), ou seja, de genes, herdados como uma unidade. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Genótipo</span></u><span style="font-family: "Lucida Bright","serif";"> – É o patrimônio genético de um
indivíduo presente em suas células, e que é transmitido de uma geração para
outra. Não podemos ver o genótipo de um indivíduo, mas este pode ser deduzido
através de cruzamento, teste ou da análise dos parentais e descendentes. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Heterozigoto ou
híbrido</span></u><span style="font-family: "Lucida Bright","serif";"> – Quando
para uma determinada característica os alelos são diferentes. O heterozigoto
pode produzir gametas dominantes ou recessivos. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Homozigoto ou
puro</span></u><span style="font-family: "Lucida Bright","serif";"> – ocorre
quando possui os dois genes iguais, ou seja, um mesmo alelo em dose dupla. O
homozigoto produz apenas um tipo de gameta, quer seja ele dominante ou
recessivo. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Recessivo</span></u><span style="font-family: "Lucida Bright","serif";"> – O gene recessivo é aquele que,
estando em companhia do dominante no heterozigoto, se comporta como inativo,
não determinando o fenótipo. O gene recessivo só se manifesta em homozigose.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Cruzamento-teste</span></u><span style="font-family: "Lucida Bright","serif";"> - determinando o genótipo.
Utilizado para descobrir o genótipo de determinado caráter dominante, se é puro
ou híbrido. Para isso realiza-se um cruzamento do indivíduo portador do caráter
dominante (fenótipo) com um homozigoto recessivo. Da proporção fenotípica
encontrada podemos afirmar se o indivíduo é homozigoto dominante ou
heterozigoto.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Retrocruzamento</span></u><span style="font-family: "Lucida Bright","serif";">: É o acasalamento de indivíduos da
geração F1 com um dos seus progenitores ou outro indivíduo que apresente o
genótipo idêntico a um dos progenitores. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Ausência de
dominância</span></u><span style="font-family: "Lucida Bright","serif";"><span style="mso-spacerun: yes;"> </span>Ocorre quando não há relação de dominância e
recessividade entre dois alelos. Podem ser de dois tipos: dominância incompleta
e co-dominância.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";"><span style="mso-spacerun: yes;"> </span>Dominância incompleta ou parcial:</span></u><span style="font-family: "Lucida Bright","serif";"> </span><i><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nesse caso <u>NÃO há dominância e
recessividade</u> entre os alelos. </span></i><span style="font-family: "Lucida Bright","serif";"><span style="mso-spacerun: yes;"> </span>O heterozigoto irá apresentar um terceiro
fenótipo (intermediário) diferente do homozigoto dominante e do homozigoto
recessivo. Exemplo: cor das flores maravilha (<i style="mso-bidi-font-style: normal;">Mirabilis japala</i>).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";"><span style="mso-spacerun: yes;"> </span>Co-dominância:</span></u><span style="font-family: "Lucida Bright","serif";"> </span><i><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Também <u>NÃO há dominância entre
os alelos</u>, no entanto pode-se observar a <u>expressão de ambos os genes</u>
nos indivíduos heterozigotos e não um intermediário. Ex. Sistema ABO e Pelagem
do gado da raça Shortorn. Isso ocorre porque cada alelo influencia a produção
de proteínas diferentes</span></i><span style="font-family: "Lucida Bright","serif";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<u><span style="font-family: "Lucida Bright","serif";">Alelos
letais</span></u><span style="font-family: "Lucida Bright","serif";">: </span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">são genes
que quando em HOMOZIGOSE determinam a morte do indivíduo no estado embrionário
ou após o nascimento. <span style="mso-bidi-font-weight: bold;">Alelos letais em
humanos<b>: </b></span><i>Acondroplasia </i><span style="mso-bidi-font-style: italic;">( nanismo- alelo dominante<i>); Doença de Tay-Sachs (</i>alelo ressivo<i>);
Braquidactilia( </i>dedos das mãos muito curtos. Os normais são nn e os<b> </b>afetados
são NN e Nn. Os NN, morrem ao nascer).</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">PROBLEMAS DE MONOIBRIDISMO</span></b><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> <b>Como
fazer um cruzamento? </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Leia com cuidado o enunciado e <u>faça uma legenda</u>
respondendo as perguntas:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Qual é a característica em questão?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Qual característica é condicionada pelo <u>gene
dominante</u> e qual é pelo <u>recessivo</u>?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Descubra qual é o genótipo dos pais.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Descubra <u>quais tipos de gametas</u> os pais
podem produzir e coloque-os no quadro de<i> Punnett. </i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Faça o cruzamento.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-list: l2 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Responda a questão (a legenda te ajuda nesse
passo).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Genealogias, Heredogramas ou Árvores Genealógicas –
pg.23</span></b><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">São esquemas que apresentam, com uma série de
símbolos, os <u>indivíduos de uma família</u>. Os símbolos indicam: o grau de
parentesco, a geração, a ordem de nascimento, a presença de um caráter afetado
por determinada anomalia, etc.</span></div>
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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagem para heredograma" border="0" class="irc_mut iSpb0_tJZxd8-HwpH6ZlgJaI" height="222" 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<b><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Símbolos usados em genealogias</span></b><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
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</span><span style="mso-spacerun: yes;"></span></span><span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"><a href="https://www.youtube.com/watch?v=ZmGqPRe4Jc8" target="_blank">Kennedy I</a></span></span></div>
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<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"><a href="https://www.youtube.com/watch?v=5WYppSqaCrE" target="_blank">kennedy</a> </span></span></div>
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<span style="font-family: "Lucida Bright","serif"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"><a href="https://www.youtube.com/watch?v=087aPWhjSX8" target="_blank">jubilut</a> </span></span></div>
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<span style="font-family: "Lucida Bright","serif"; mso-fareast-language: PT-BR; mso-no-proof: yes;"><br /></span><span style="font-family: "Lucida Bright","serif";"></span></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-46190679763989078782017-03-12T17:07:00.003-04:002017-03-12T17:08:06.276-04:009° ano A - Introdução ao estudo da Física<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">CONVERSÕES
DE MEDIDAS EM FÍSICA</span></u></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Todos
nós sabemos que a matemática nasceu da necessidade<span style="mso-spacerun: yes;"> </span>que o ser humano tinha de contar. As medidas
também são tão antigas quanto à contagem. Supõe-se que elas surgiram quando o
ser humano passou a fazer plantações. Ainda hoje as medidas estão presentes em
quase todas as atividades do nosso cotidiano.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Antigamente,
cada povo utilizava um sistema de unidades diferentes para medir comprimentos,
tomando como base partes do corpo humano.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Unidades
como o palmo, o passo, o pé, o braço, etc. foram usados para fazer medidas.
Atualmente, usamos o Sistema Métrico Decimal. Ele é universal e tem unidade
fundamental o <b style="mso-bidi-font-weight: normal;">metro</b>, cujo símbolo é <b style="mso-bidi-font-weight: normal;">m</b>.</span></div>
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<br /></div>
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<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Múltiplos </span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Unidade de base</span></b></div>
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<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Submúltiplos </span></div>
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<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Unidade</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.95pt;" valign="top" width="72"><div align="right" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: right;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Quilo</span></b></div>
<div align="right" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: right;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">metro</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Hectô</span></b></div>
<div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">metro</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="76"><div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Decâ</span></b></div>
<div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">metro</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 55.9pt;" valign="top" width="75"><div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Metro</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 50.4pt;" valign="top" width="67"><div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Decí</span></b></div>
<div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">metro</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Centí</span></b></div>
<div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">metro</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Milí</span></b></div>
<div align="center" class="MsoNormal" style="mso-yfti-cnfc: 1; text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">metro</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-bottom-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.8pt;" valign="top" width="77"><div class="MsoNormal" style="mso-yfti-cnfc: 4;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Notação</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.95pt;" valign="top" width="72"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">km</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">hm</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="76"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">dam</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 55.9pt;" valign="top" width="75"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">m</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 50.4pt;" valign="top" width="67"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">dm</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">cm</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border: none; mso-border-bottom-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">mm</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-right: solid black 1.0pt; border: none; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 57.8pt;" valign="top" width="77"><div class="MsoNormal" style="mso-yfti-cnfc: 4;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Valor</span></b></div>
</td>
<td style="border-right: solid black 1.0pt; border: none; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 53.95pt;" valign="top" width="72"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1000
m</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-right: solid black 1.0pt; border: none; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">100
m</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-right: solid black 1.0pt; border: none; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="76"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">10
m</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-right: solid black 1.0pt; border: none; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 55.9pt;" valign="top" width="75"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1 m</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></b></div>
</td>
<td style="border-right: solid black 1.0pt; border: none; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 50.4pt;" valign="top" width="67"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,1
m</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-right: solid black 1.0pt; border: none; mso-border-left-alt: solid black .75pt; mso-border-left-alt: solid black .75pt; mso-border-right-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,01
m</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border: none; mso-border-left-alt: solid black .75pt; mso-border-top-alt: solid black .75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.65pt;" valign="top" width="66"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,001</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Capacidade
de um recipiente: o litro</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>A
quantidade de líquido ou de gás que um recipiente pode conter é denominada <b style="mso-bidi-font-weight: normal;">capacidade</b> do recipiente. O volume
interior do recipiente é a sua capacidade. Para medir a capacidade utilizamos o
litro (l).</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Quando os volumes a
serem medidos são muito menores que o litro, costuma-se usar um submúltiplo do
litro, o <b style="mso-bidi-font-weight: normal;">mililitro</b>, cujo símbolo é
ml.</span></div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Múltiplos</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Unidade padrão </span></b></div>
</td>
<td colspan="3" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Submúltiplos </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Quilolitro</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Hectolitro</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Decalitro</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Litro</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Decilitro</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Centilitro</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Mililitro</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1000
l</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">100
l</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">10
l</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1000 ml</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,1
l</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,01
l</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,001</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">kl</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">hl</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">dal</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">l</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">dl</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">cl</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">ml</span></div>
</td>
</tr>
</tbody></table>
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<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Medidas
de massa</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Quando
nos pesamos, estamos medindo a massa do nosso corpo, ou seja, a quantidade de
matéria nele existente. O instrumento usado para fazer essa medição é a
balança. A unidade fundamental para medir a massa de um corpo é o grama (g).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>O
peso de um corpo é a força com que a Terra atrai o corpo. O peso varia de local
para local, já a massa continua sempre a mesma.</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="3" style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 187.8pt;" valign="top" width="250"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Múltiplos</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.4pt;" valign="top" width="153"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Unidade padrão </span></b></div>
</td>
<td colspan="3" style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.8pt;" valign="top" width="274"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Submúltiplos </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Quilograma</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Hectograma</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Decagrama</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">grama</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Decigrama</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Centigrama</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Miligrama</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1000
g</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">100
g</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">10
g</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1 g</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,1
g</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,01
g</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">0,001
g</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">kg</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">hg</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">dag</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">g</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">dg</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">cg</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Mg</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>O
quilograma é o múltiplo do grama mais utilizado. O miligrama é o submúltiplo
mais utilizado, principalmente pelas indústrias química e farmacêutica. Para
grandes quantidades de massa, usa-se a tonelada (t), que corresponde a 1000 quilogramas.
Em alguns casos, como na pesagem do gado para sua comercialização, utiliza-se a
arroba, que corresponde a 15 quilogramas.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Medidas
de tempo: o segundo</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Na
antiguidade, as pessoas, para contar o tempo, observavam a passagem dos dias,
das noites ou das estações do ano. Para marcar o tempo, os antigos egípcios
inventaram o relógio de sol.Para medir o tempo com o relógio egípcio,
observava-se, em um mostrador, o movimento da sombra produzida pelo Sol no
decorrer do dia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>O
relógio atual mede o tempo em horas, minutos e segundos. O segundo é a unidade
fundamental das medidas de tempo. Uma hora tem 60 minutos, e um minuto tem 60
segundos. Como as unidades de tempo não pertencem ao sistema decimal, <b style="mso-bidi-font-weight: normal;">não se usa vírgula</b> para escrever as
horas, os minutos e os segundos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Exemplo: 5h 20min 40s.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">TABELA
DE CONVERSÕES EM FÍSICA</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Para
transformar uma unidade maior em menor, temos que multiplicar o valor da
unidade maior pelo número de vezes que ela é maior que a unidade menor.
Inversamente, para transformar uma unidade menor em outra maior, precisamos
dividir o valor da unidade menor pelo número de vezes que ela é menor que a
unidade maior. Siga o esquema:</span></div>
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<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">MAIOR<span style="mso-spacerun: yes;"> </span>------multiplicação-------</span></b><b><span style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span></b><b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-spacerun: yes;"> </span>menor</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">Menor<span style="mso-spacerun: yes;"> </span>--------- divisão---------</span></b><b><span style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span></b><b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> Maior</span></b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</div>
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
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<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"></span></div>
</div>
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection3">
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"># Unidades de comprimento: </span></b></div>
<h1 style="margin-left: 0cm;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;">Km<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 9.0pt; line-height: 150%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;"> m </span><span style="font-family: "wingdings"; font-size: 9.0pt; line-height: 150%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>cm<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 9.0pt; line-height: 150%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;"> mm</span></h1>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1 km : 1000 m<span style="mso-tab-count: 1;"> </span>1m: 1000 mm</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1m : 100 cm<span style="mso-tab-count: 2;"> </span>1km: 100000 cm</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1cm : 10 mm </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"><b> </b></span><b>#
Unidades de peso:</b></span></div>
<h1 style="margin-left: 0cm;">
<span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;">K<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 9.0pt; line-height: 150%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;"> g<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 9.0pt; line-height: 150%;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt; line-height: 150%;"> mg</span></h1>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1k : 1000 g</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1g : 1000 mg</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1kg: 1000000mg</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"><b> </b></span></span><b><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"># Unidades de
medidas de líquidos:</span></b></div>
<h2>
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">L </span><span style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> ml</span></h2>
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<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1L
: 1000 ml</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> <b> </b></span><b># Unidades de tempo:</b></span></div>
<h2>
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">H<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> min<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "wingdings"; font-size: 9.0pt;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> s</span></h2>
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<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1h:
60 min</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1min
: 60 s</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">1h
: 3600 s</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">30
min : 0,5 h</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> </span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> </span></div>
</div>
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">
</span>
<br />
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<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>As unidades de velocidade mais
usadas são : 1m/s , 1 cm/s<span style="mso-spacerun: yes;"> </span>e 1 km/h.</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Relação da velocidade dada em km/h e
em m/s : 1 km/h = 1m/3,6s</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><span style="mso-tab-count: 1;"> </span>Para transformar km/h em m/s, basta
dividir o valor dado em km/h por 3,6. Para transformar m/s em km/h basta
multiplicar o valor dado em m/s por 3,6.</span></div>
</div>
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><br clear="all" style="mso-break-type: section-break; page-break-before: always;" />
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<br />
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">VARIAÇÃO DE POSIÇÃO
OU DESLOCAMENTO</span></b></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S=S-S0</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">VELOCIDADE MÉDIA</span></b></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">VM=
</span><span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S: </span><span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">T</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">T= </span><span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S
: VM</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S= </span><span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">T.
VM</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">ONDE:</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S=deslocamento ou
distancia</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S=
posição final</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">S0=
posição inicial</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">VM=
velocidade média</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Δ</span><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;">T= intervalo de
tempo</span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> </span><img alt="Resultado de imagem para medidas fisicas" class="irc_mi" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh98gmX0EQ87Kq8sPzVOZp_uOwumicrmnsX6AtJvHibraZ7sBG8wectv2WApxwDUQUAXc-DHIF1Z7OgWYghB9qMbeZd81Su7DAwxMZWjHOZWSeTV5VTnusMuF8v6Z6z7AF4WcHHrPwF-uM/s1600/MEDIDA.jpg" style="margin-top: 113px;" width="268" /><span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> </span></div>
<div class="MsoNormal">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"> <a href="https://www.youtube.com/watch?v=WiJ3kaxjSTY" target="_blank">converter horas, minutos e segundos</a></span></div>
<br />
<h2 class="MsoNormal" style="text-align: justify;">
<span style="font-family: "lucida bright" , "serif"; font-size: 9.0pt;"><a href="https://www.youtube.com/watch?v=kvfXIsSm2Eo" target="_blank">converter km, m e mm</a> </span></h2>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-20108187891999164002017-03-01T18:12:00.002-04:002017-03-01T18:12:28.152-04:002° ano E e F - Taxonomia e Classificação dos seres vivos (cap. 01)<br />
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<br />
<br />
<br />
<br />
<br />
<img alt="Resultado de imagem para taxonomia" class="irc_mi" height="344" src="https://s3-sa-east-1.amazonaws.com/descomplica-blog/wp-content/uploads/2015/07/mapa-bio-taxonomia.png" style="margin-top: 0px;" width="640" /><br />
<br />
<br />
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<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">CLASSIFICAÇÃO
DOS SERES VIVOS</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">Identificação:
reconhecer as características anatômicas, fisiológicas e etc., de um ser vivo. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">Classificação:
baseado na identificação reconhece sua identidade e a que grupo pertence. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">Taxonomia:</span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Ciência que classifica os seres vivos,
estabelecendo critérios para classificá-los em grupos de acordo com as
características fisiológicas, evolutivas e anatômicas e ecológicas</span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">.
Táxon – grupo de seres vivos que compartilham características e estão inseridos
em uma categoria taxonômica.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Sistemática: área da biologia que se preocupa em
organizar, compreender e classificar os seres vivos. Estuda principalmente a
relação de parentesco.</span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Categoria taxonômica: Grupo taxonômico de qualquer
grau, criado de acordo com as regras de nomenclatura para a classificação dos
seres vivos. As categorias taxonômicas integram um sistema hierárquico de
classificação (hierarquia taxonômica), proposto por Lineu:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="mso-spacerun: yes;"> </span>REINO – FILO
(DIVISÃO) - CLASSE - ORDEM - FAMÍLIA - GÊNERO – ESPÉIE.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nomenclatura Científica: é a atribuição de nome
científico a organismos e às categorias nas quais são classificados.</span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;"></span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span class="uk-badge"><u><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;"><span style="mso-spacerun: yes;"> </span></span></u></span><u><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">Principais regras:</span></u></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">Todos
os nomes científicos devem ser escritos com destaque e em latim;</span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">Sistema
binominal – toda espécie terá no mínimo dois nomes. Ex: <i style="mso-bidi-font-style: normal;">Oryza sativa</i> (arroz). </span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">O
primeiro nome representa sempre o gênero, escrito com inicial maiúscula;</span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">Deve
ser destacado do texto;</span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">O
epíteto da espécie é escrito com inicial minúscula. </span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">Quando
não se conhecer o nome da espécie ou não quiser citar, usa-se o termo sp. <i style="mso-bidi-font-style: normal;">Anopheles sp</i>. </span></div>
<div class="uk-text-justify" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt;">Ocorrência
de uma subespécie, utilizado para demonstrar pequenas variações morfológicas
dentro de uma mesma espécie. Escreve-se após o epíteto e também com inicial
minúscula. Ex: <i style="mso-bidi-font-style: normal;">Crotalus durissus</i> e <i style="mso-bidi-font-style: normal;">Crotalus durissus terrificus;</i></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-fareast-font-family: "Courier New"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Se houver subgênero, deve escrever o nome que o designa após o nome do
gênero, com letra inicial maiúscula e entre parênteses. Ex: <i>Anopheles
(Nyssorhinchus) darlingi </i>(mosquito-prego, transmissor da malária).</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; font-size: 10.0pt; line-height: 115%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">Terminação de família: <span style="mso-spacerun: yes;"> </span>Animais – idae, ex: <i style="mso-bidi-font-style: normal;">Homonidae</i> <span style="mso-spacerun: yes;"> </span>e Vegetal – aceae,
ex: <i style="mso-bidi-font-style: normal;">Asteraceae</i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Exemplos</span></b><span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">: <i>Homo
sapiens </i>(ser humano); <b><u>Canis familiaris</u></b> (cão); <i>Felis catus
(</i>gato)<i>; Auracaria angustfolia (</i>pinheiro-do-paraná); <i>Treponema
pallidum</i> Schaudinn & Hoffmann, 1905 (bactéria causadora da sífilis); <i>Rhea
americana alba</i> (ema branca).</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;">Assistir:</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;"><a href="https://www.youtube.com/watch?v=gcrn43B5HK8" target="_blank">prof. Kennedy Ramos</a></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Lucida Bright","serif"; font-size: 10.0pt; line-height: 115%;"><a href="https://www.youtube.com/watch?v=tQ_bB-oRWII&t=341s" target="_blank">prof. Paulo Jubilut</a></span></div>
<br />
<br />
fonte do mapa mental:<br />
https://descomplica.com.br/blog/biologia/mapa-mental-taxonomia-saude/ prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-3007505534732187162017-03-01T17:29:00.000-04:002017-03-01T17:55:42.510-04:001° ano F e G - Fenômeno Vida (Cap. 01)<img alt="Resultado de imagem para vida" class="irc_mi" height="376" src="https://rodsilva.files.wordpress.com/2011/11/vida.jpg" style="margin-top: 19px;" width="500" /> <br />
Meus queridos,<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Cap. 01 – FENÔMENO DA VIDA</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">SER
VIVO: </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">SUBSTÂNCIAS</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt;">Orgânica: </span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">são
moléculas que possuem carbono na sua constituição, e são representados pelos carboidratos,
lipídios, proteínas, vitaminas e os ácidos nucleicos.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l2 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Inorgânica: </span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">são
moléculas simples, e estão representados pela água e sais minerais.</span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">CÉLULAS:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 57.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Tempo de vida:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 57.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Quantidade:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 57.3pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo3; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Organização nuclear:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Organização
do ser vivo:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Nutrição
x Energia:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Anabolismo: </span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">reações
que provocam a síntese (produção) de substâncias;</span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Catabolismo: </span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">reações que provocam a quebra de substâncias;</span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Metabolismo:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Homeostase: </span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">conjunto
de fenômenos que garantem o equilíbrio do organismo;</span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Reação
ou Excitabilidade: </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Irritabilidade: </span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">não tem a participação do sistema nervoso; são
respostas atribuídas, sempre, da mesma forma;</span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright"; mso-fareast-language: PT-BR;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt;">Sensibilidade:
</span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">envolve a participação do sistema nervoso; os
organismos que apresentam podem responder de forma diferente ao mesmo tipo de estímulo.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Reprodução:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo6; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Assexuada ou agâmica:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo6; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Sexuada ou gâmica:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Hereditariedade:
</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Evolução:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo7; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Mutação:</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo7; text-indent: -18.0pt;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: "Lucida Bright"; mso-fareast-font-family: "Lucida Bright";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Seleção natural:</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Fato
importante: Desenvolvimento da <b style="mso-bidi-font-weight: normal;"><u>microscopia</u></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A invenção do microscópio em 1591 por Zacharias
Janssen e Hans Janssen, possibilitou a descoberta das células e inaugurou um
novo campo de investigação da ciência, a Citologia.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Robert Hooke:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Anton Van Leeuvenhoek:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">TEORIA CELULAR</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A célula é a menor unidade viva;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Todo organismo celular tem início com a célula ovo;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Toda célula provem de outra;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Todas as reações metabólicas de um organismo
ocorrem dentro das células;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O formato das células está ligado à sua função.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%;">Cap. 02 – MÉTODO CIENTÍFICO</span></b><span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; line-height: 115%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 265.15pt;" valign="top" width="354">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Senso comum</span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 265.15pt;" valign="top" width="354">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Conhecimento científico</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 265.15pt;" valign="top" width="354">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Conhecimento construído de forma espontânea e
baseado na experiência sensorial;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Não dá explicação nem compreensão da estrutura do
real;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Conhecimento acrítico e essencialmente prático;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Serve para resolver os problemas práticos do dia
a dia e de adaptação ao meio.</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 265.15pt;" valign="top" width="354">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Usa processos metodológicos próprios para
explicar, compreender e controlar a natureza;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Formula teorias baseado em raciocínios e
demonstrações;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Testa as teorias experimentalmente;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Lucida Bright","serif"; font-size: 11.5pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Formula leis e teorias explicativas,
estabelecendo relações causais entre fenômenos.</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<br />
Segue links do assunto trabalhado em sala:<br />
<a href="http://kellybiologia.blogspot.com.br/search/label/Aula%205%20-%20Caracter%C3%ADsticas%20dos%20seres%20vivos%20%28parte%201%29" target="_blank">características dos seres vivos - 01</a><br />
<a href="http://kellybiologia.blogspot.com.br/2013/03/niveis-de-organizacao-dos-seres-vivos.html" target="_blank">níveis-de-organização</a><br />
<a href="http://profxl9ano.blogspot.com.br/2012/01/aula-01-metodo-cientifico.html" target="_blank">metodo-cientifico</a><br />
<a href="http://posgraduando.com/metodo-cientifico/" target="_blank">metodo-cientifico/</a><br />
<br />
<br />
<br />prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-66230789181701649232017-03-01T17:03:00.000-04:002017-03-01T17:03:16.124-04:00biologia - muito amor envolvido<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUvhprDNVsG_JO6f5RR_6IkuoxE1J3J6NyZMYysK-uNLLxAH3P7X2p-N6UnvG4nk1NXUHj2scGq2gqoFq8hGibjHWB572cELQ7XCBov7_6CES63R1ZRvKK75Eob5Hh0ruNEJiIcXI9zxRJ/s1600/simbolo-da-biologia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Mais um ano começando ("o ano começa depois do carnaval...kkkkk), vamos iniciar falando de algo que amo muito: BIOLOGIA....</span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">A minha profissão e ideologia de vida...</span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: black;"><span><span style="color: #333333; line-height: 115%;">Dia Nacional do Biólogo : 3 de Setembro</span></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: black;"><span><span style="color: #333333; line-height: 115%;"><br />
Cor da Profissão : Azul</span></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: black;"><span><span style="color: #333333; line-height: 115%;"><br />
Pedra da Profissão : Água Marinha</span></span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: black;"><span><span style="color: #333333; line-height: 115%;"><br />
Juramento Oficial do Biólogo :<br />
"Juro pela minha fé e pela minha honra e de acordo com os princípios
éticos do Biólogo, exercer as minhas atividades profissionais com
honestidade, em defesa da vida estimulando o desenvolvimento Científico,
Tecnológico e Humanístico com justiça e paz"</span></span></span></span></span><br />
<br />
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<img alt="" 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" /><br />
<br />
Um pouco da história desse símbolo:<br />
<a href="http://www.cfbio.gov.br/simbolos-do-biologo" target="_blank">Conselho Federal de Biologia</a><br />
Conheça outros malucos por ciências:<br />
<a href="http://virginiasamor.blogspot.com.br/2016/03/loucos-por-biologia-modelos-de-tatuagens.html" target="_blank">loucos-por-biologia</a><br />
<a href="http://topbiologia.com/tatuagens-para-biologos/" target="_blank">para-biologos</a> <br />
<br />
<br />
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-49480990891805141792016-03-16T20:19:00.001-04:002016-03-16T20:19:32.878-04:00Genética Humana. Faculdade Anísio Teixeira. Prof João Ronaldo Neto<a href="http://docplayer.com.br/8912729-Genetica-humana-faculdade-anisio-teixeira-prof-joao-ronaldo-neto.html#.Vun3xHo7knA.blogger">Genética Humana. Faculdade Anísio Teixeira. Prof João Ronaldo Neto</a>: Genética Humana Prof João Ronaldo Neto Jan/2012 Herança prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.comtag:blogger.com,1999:blog-8740267494432604380.post-25967347701138986342016-02-28T15:42:00.000-04:002016-02-28T15:45:34.351-04:00microcefalia<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b><span style="font-family: "georgia" , "serif"; font-size: 11.5pt;"><br /></span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b><span style="font-family: "georgia" , "serif"; font-size: 11.5pt;">Há muitas coisas que não
sabemos sobre o vírus da zika,
doença transmitida por um mosquito e que poderá contaminar milhões de pessoas. </span></b><b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;">Especialistas suspeitam que a zika possa ser
responsável pelo nascimento de milhares de bebês com defeitos congênitos e por
um aumento de desordens neurológicas. </span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;">Segue link com vários sites que trazem informações relevantes sobre o tema:</span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;"><a href="http://www.brasilpost.com.br/2016/02/06/story_n_9157944.html" target="_blank">brasilpost</a></span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><a href="http://tribunadonorte.com.br/noticia/perguntas-e-respostas-sobre-microcefalia-veja/330232" target="_blank">tribunadonorte.</a></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://g1.globo.com/bemestar/noticia/2015/11/microcefalia-saiba-o-que-e-o-que-causa-e-como-identificar.html" target="_blank">bemestar</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://g1.globo.com/goias/noticia/2015/11/mae-de-bebe-com-microcefalia-teve-sintomas-do-zika-virus-na-gravidez.html" target="_blank">g1.globo.com</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://www.ultracurioso.com.br/como-e-a-vida-de-quem-nasce-com-a-microcefalia/" target="_blank">como-e-a-vida-de-quem-nasce-com-a-microcefalia/</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://noticias.r7.com/saude/casos-de-microcefalia-sobem-10-em-uma-semana-e-fiocruz-preve-16-mil-registros-neste-ano-21012016" target="_blank">noticias.r7.com</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://cienciainformativa.com.br/pt_BR/o-zica-virus-e-a-microcefalia/" target="_blank">cienciainformativa.</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://www.dafertilidadeamaternidade.com.br/2015/12/zica-virus-x-gravidez-x-tentantes.html" target="_blank">/zica-virus-x-gravidez-x-tentantes.html</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://pontobiologia.com.br/zika-virus-transmissao-e-sintomas/" target="_blank">pontobiologia</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://saude.estadao.com.br/noticias/geral,estudo-relata-novo-dano-cerebral-e-acumulo-de-liquido-em-bebe-com-zika,10000018267" target="_blank">saude.estadao.com.br/</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://www.atribuna.com.br/noticias/noticias-detalhe/cidades/relacao-entre-o-surto-de-microcefalia-e-o-zika-virus-e-confirmada/?cHash=e39dffa9a28524c732346f9bbeff3fec" target="_blank">atribuna.</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://www.hmsj.com.br/area-medica/microcefalia" target="_blank">/area-medica/microcefalia</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://drauziovarella.com.br/videos-3/videos/microcefalia-2/" target="_blank">drauziovarella.</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<a href="http://sites.correioweb.com.br/app/50,114/2015/11/19/noticia_saudeplena,155647/aedes-e-alvo-para-conter-casos-de-zika-e-microcefalia.shtml" target="_blank">correioweb.</a></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;"><br /></span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;"><br /></span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;"><br /></span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;"><br /></span></b></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0cm; vertical-align: baseline;">
<b style="color: #333333; font-family: Georgia, Century, Times, serif; font-size: 15px;"><span style="font-family: "georgia" , "serif"; font-size: 11.5pt; line-height: 115%;"><br /></span></b></div>
prof. Cidahttp://www.blogger.com/profile/08695365387004479086noreply@blogger.com